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Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SI-n.pdf
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Binary files branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SI-n.pdf (revision 1052) and branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SI-n.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SI-p.pdf
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Binary files branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SI-p.pdf (revision 1052) and branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SI-p.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/NeutronA_MOSetting.txt
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--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/NeutronA_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/NeutronA_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
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+36 4.500000000e+02 4.494187380e+02 8.075262532e-42 2.465433685e-26 7.702255985e-42 2.840933866e-02 6.953222149e-310 6.953223355e-310
+37 4.600000000e+02 4.591644370e+02 8.156296316e-42 4.276436882e-25 7.779546784e-42 2.976026256e-02 6.953222149e-310 6.953223355e-310
+38 4.700000000e+02 4.688857850e+02 8.264072382e-42 7.976051694e-24 7.882344579e-42 3.116152272e-02 6.953222149e-310 6.953223355e-310
+39 4.800000000e+02 4.785795780e+02 8.400671701e-42 1.457544909e-23 8.012634220e-42 3.261774778e-02 6.953222149e-310 6.953223355e-310
+40 4.900000000e+02 4.882420360e+02 8.568648964e-42 2.360782715e-24 8.172852388e-42 3.413484429e-02 6.953222149e-310 6.953223355e-310
+41 5.000000000e+02 4.978686730e+02 8.771088615e-42 3.515784040e-23 8.365941052e-42 3.572021547e-02 6.953222149e-310 6.953223355e-310
+42 5.100000000e+02 5.074541260e+02 9.011669122e-42 2.890420171e-23 8.595408761e-42 3.738345466e-02 6.953222149e-310 6.953223355e-310
+43 5.200000000e+02 5.169919360e+02 9.294719376e-42 2.323902905e-22 8.865384445e-42 3.913692652e-02 6.953222149e-310 6.953223355e-310
+44 5.300000000e+02 5.264742700e+02 9.625252135e-42 2.665014876e-22 9.180649309e-42 4.099684116e-02 6.953222149e-310 6.953223355e-310
+45 5.400000000e+02 5.358915600e+02 1.000895443e-41 3.148601629e-24 9.546627685e-42 4.298474046e-02 6.953222149e-310 6.953223355e-310
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+47 5.600000000e+02 5.544811020e+02 1.096108598e-41 2.305309715e-22 1.045477840e-41 4.747174505e-02 6.953222149e-310 6.953223355e-310
+48 5.700000000e+02 5.636205960e+02 1.154208020e-41 1.775131931e-23 1.100893528e-41 5.009358054e-02 6.953222149e-310 6.953223355e-310
+49 5.800000000e+02 5.726277580e+02 1.219945496e-41 9.040671569e-25 1.163594449e-41 5.300828460e-02 6.953222149e-310 6.953223355e-310
+50 5.900000000e+02 5.814740180e+02 1.293368805e-41 1.743074990e-24 1.233626169e-41 5.629420059e-02 6.953222149e-310 6.953223355e-310
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+52 6.100000000e+02 5.985315990e+02 1.459024087e-41 6.566315450e-24 1.391629431e-41 6.471918349e-02 6.953222149e-310 6.953223355e-310
+53 6.200000000e+02 6.066432450e+02 1.544924056e-41 3.581854387e-22 1.473561449e-41 7.018212588e-02 6.953222149e-310 6.953223355e-310
+54 6.300000000e+02 6.143925920e+02 1.624120158e-41 6.460051881e-23 1.549099249e-41 7.659529974e-02 6.953222149e-310 6.953223355e-310
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+57 6.600000000e+02 6.346948080e+02 1.700031252e-41 3.738936980e-22 1.621503539e-41 9.236958697e-02 6.953222149e-310 6.953223355e-310
+58 6.700000000e+02 6.402370590e+02 1.630548523e-41 8.621438632e-24 1.555230249e-41 8.812899508e-02 6.953222149e-310 6.953223355e-310
+59 6.800000000e+02 6.450935340e+02 1.508990720e-41 1.977182735e-27 1.439287355e-41 7.703934009e-02 6.953222149e-310 6.953223355e-310
+60 6.900000000e+02 6.492713980e+02 1.348535598e-41 8.329747638e-24 1.286243914e-41 6.319584278e-02 6.953222149e-310 6.953223355e-310
+61 7.000000000e+02 6.528134920e+02 1.168940872e-41 1.239020153e-22 1.114944993e-41 5.093306354e-02 6.953222149e-310 6.953223355e-310
+62 7.100000000e+02 6.557879960e+02 9.894233651e-42 5.019589612e-23 9.437197473e-42 4.180597919e-02 6.953222149e-310 6.953223355e-310
+63 7.200000000e+02 6.582747910e+02 8.236860592e-42 3.115310356e-25 7.856381835e-42 3.485454083e-02 6.953222149e-310 6.953223355e-310
+64 7.300000000e+02 6.603537640e+02 6.787806635e-42 4.866258873e-27 6.474262714e-42 2.969054741e-02 6.953222149e-310 6.953223355e-310
+65 7.400000000e+02 6.620974910e+02 5.565344410e-42 1.146742562e-23 5.308268640e-42 2.661763009e-02 6.953222149e-310 6.953223355e-310
+66 7.500000000e+02 6.635680770e+02 4.556548292e-42 3.630158033e-23 4.346071017e-42 2.536381047e-02 6.953222149e-310 6.953223355e-310
+67 7.600000000e+02 6.648167400e+02 3.734369168e-42 8.823009093e-23 3.561870166e-42 2.618058723e-02 6.953222149e-310 6.953223355e-310
+68 7.700000000e+02 6.658848450e+02 3.068217281e-42 8.001185371e-23 2.926489324e-42 3.214271700e-02 6.953222149e-310 6.953223355e-310
+69 7.800000000e+02 6.668054410e+02 2.529312318e-42 2.923805523e-23 2.412477596e-42 5.520680507e-02 6.953222149e-310 6.953223355e-310
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+72 8.100000000e+02 6.689195150e+02 1.448899363e-42 3.245106252e-25 1.381971375e-42 1.147551646e-01 6.953222149e-310 6.953223355e-310
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+74 8.300000000e+02 6.699512280e+02 1.016763533e-42 3.842314523e-25 9.697968905e-43 1.277275859e-01 6.953222149e-310 6.953223355e-310
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+79 8.800000000e+02 6.717531670e+02 4.366726879e-43 5.964706432e-24 4.165017760e-43 1.652346856e-01 6.953222149e-310 6.953223355e-310
+80 8.900000000e+02 6.720234690e+02 3.700949526e-43 6.158154318e-25 3.529994192e-43 1.735398101e-01 6.953222149e-310 6.953223355e-310
+81 9.000000000e+02 6.722720400e+02 3.137313343e-43 1.776181497e-24 2.992393657e-43 1.822518038e-01 6.953222149e-310 6.953223355e-310
+82 9.100000000e+02 6.725013790e+02 2.658853248e-43 6.856505817e-24 2.536034729e-43 1.909949199e-01 6.953222149e-310 6.953223355e-310
+83 9.200000000e+02 6.727136260e+02 2.251742924e-43 2.810042088e-24 2.147729762e-43 1.999341240e-01 6.953222149e-310 6.953223355e-310
+84 9.300000000e+02 6.729106180e+02 1.904658041e-43 4.102013046e-24 1.816677523e-43 2.090603903e-01 6.953222149e-310 6.953223355e-310
+85 9.400000000e+02 6.730939450e+02 1.608275774e-43 4.062622373e-25 1.533985828e-43 2.183662674e-01 6.953222149e-310 6.953223355e-310
+86 9.500000000e+02 6.732649860e+02 1.354885376e-43 2.454207761e-24 1.292300110e-43 2.278383396e-01 6.953222149e-310 6.953223355e-310
+87 9.600000000e+02 6.734249410e+02 1.138079341e-43 7.320384791e-24 1.085508838e-43 2.374752230e-01 6.953222149e-310 6.953223355e-310
+88 9.700000000e+02 6.735748630e+02 9.525094979e-44 1.391982565e-23 9.085108883e-44 2.472714626e-01 6.953222149e-310 6.953223355e-310
+89 9.800000000e+02 6.737156770e+02 7.936937476e-44 1.250626071e-23 7.570311981e-44 2.572172888e-01 6.953222149e-310 6.953223355e-310
+90 9.900000000e+02 6.738481990e+02 6.578600420e-44 1.531735044e-24 6.274719596e-44 2.673096026e-01 6.953222149e-310 6.953223355e-310
+91 1.000000000e+03 6.739731500e+02 5.418220568e-44 7.222789288e-24 5.167940322e-44 2.775414642e-01 6.953222149e-310 6.953223355e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/NeutronS_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/NeutronS_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/NeutronS_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
-1 1.000000000e+02 1.027632180e+02 2.908472583e-45 5.977800550e-32 2.789958850e-45 2.350429080e-03 6.953212613e-310 6.953233510e-310
-2 1.100000000e+02 1.127013740e+02 2.995079112e-45 3.155003309e-31 2.873264311e-45 2.552180556e-03 6.953212613e-310 6.953233510e-310
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-4 1.300000000e+02 1.325833870e+02 3.171248870e-45 1.035883948e-32 3.042772416e-45 3.131721655e-03 6.953212613e-310 6.953233510e-310
-5 1.400000000e+02 1.425265760e+02 3.261984923e-45 1.432655716e-31 3.130101099e-45 3.480299437e-03 6.953212613e-310 6.953233510e-310
-6 1.500000000e+02 1.524708080e+02 3.355123179e-45 1.308853904e-36 3.219756272e-45 3.861169376e-03 6.953212613e-310 6.953233510e-310
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-8 1.700000000e+02 1.723612180e+02 3.550235370e-45 1.430965357e-31 3.407613824e-45 4.692750549e-03 6.953212613e-310 6.953233510e-310
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-19 2.800000000e+02 2.817018960e+02 4.967793316e-45 1.816450616e-31 4.773901713e-45 1.117083960e-02 6.953212613e-310 6.953233510e-310
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+50 5.900000000e+02 5.814740180e+02 1.042598468e-44 1.391331712e-32 9.502338205e-45 5.629420059e-02 6.953222149e-310 6.953223355e-310
+51 6.000000000e+02 5.901235320e+02 1.148103161e-44 2.342200277e-30 1.046838186e-44 6.014723928e-02 6.953222149e-310 6.953223355e-310
+52 6.100000000e+02 5.985315990e+02 1.263749768e-44 5.672329049e-32 1.152858658e-44 6.471918349e-02 6.953222149e-310 6.953223355e-310
+53 6.200000000e+02 6.066432450e+02 1.386484118e-44 3.363058340e-30 1.265566763e-44 7.018212588e-02 6.953222149e-310 6.953223355e-310
+54 6.300000000e+02 6.143925920e+02 1.509925148e-44 6.217593029e-31 1.379205950e-44 7.659529974e-02 6.953222149e-310 6.953223355e-310
+55 6.400000000e+02 6.217041020e+02 1.623299750e-44 1.859668057e-31 1.484005632e-44 8.359602039e-02 6.953222149e-310 6.953223355e-310
+56 6.500000000e+02 6.284971120e+02 1.711447637e-44 3.353899707e-30 1.566157899e-44 8.980925263e-02 6.953222149e-310 6.953223355e-310
+57 6.600000000e+02 6.346948080e+02 1.757247846e-44 3.873234251e-30 1.609994506e-44 9.236958697e-02 6.953222149e-310 6.953223355e-310
+58 6.700000000e+02 6.402370590e+02 1.747010406e-44 9.107331822e-32 1.602880460e-44 8.812899508e-02 6.953222149e-310 6.953223355e-310
+59 6.800000000e+02 6.450935340e+02 1.676791865e-44 1.475618910e-35 1.540992269e-44 7.703934009e-02 6.953222149e-310 6.953223355e-310
+60 6.900000000e+02 6.492713980e+02 1.555254754e-44 9.275362809e-32 1.431993704e-44 6.319584278e-02 6.953222149e-310 6.953223355e-310
+61 7.000000000e+02 6.528134920e+02 1.400416586e-44 1.376342278e-30 1.292152077e-44 5.093306354e-02 6.953222149e-310 6.953223355e-310
+62 7.100000000e+02 6.557879960e+02 1.232544149e-44 5.713377664e-31 1.139898227e-44 4.180597919e-02 6.953222149e-310 6.953223355e-310
+63 7.200000000e+02 6.582747910e+02 1.068091020e-44 2.816656168e-33 9.902826232e-45 3.485454083e-02 6.953222149e-310 6.953223355e-310
+64 7.300000000e+02 6.603537640e+02 9.172882978e-45 2.131039516e-34 8.527336495e-45 2.969054741e-02 6.953222149e-310 6.953223355e-310
+65 7.400000000e+02 6.620974910e+02 7.847481652e-45 1.366164856e-31 7.315665530e-45 2.661763009e-02 6.953222149e-310 6.953223355e-310
+66 7.500000000e+02 6.635680770e+02 6.712655449e-45 4.380636800e-31 6.276022011e-45 2.536381047e-02 6.953222149e-310 6.953223355e-310
+67 7.600000000e+02 6.648167400e+02 5.755464305e-45 1.049830615e-30 5.397346237e-45 2.618058723e-02 6.953222149e-310 6.953223355e-310
+68 7.700000000e+02 6.658848450e+02 4.954111752e-45 9.811123611e-31 4.660288158e-45 3.214271700e-02 6.953222149e-310 6.953223355e-310
+69 7.800000000e+02 6.668054410e+02 4.284890310e-45 3.378776771e-31 4.043580783e-45 5.520680507e-02 6.953222149e-310 6.953223355e-310
+70 7.900000000e+02 6.676048200e+02 3.725591027e-45 3.932249816e-33 3.527195262e-45 1.004929969e-01 6.953222149e-310 6.953223355e-310
+71 8.000000000e+02 6.683039350e+02 3.256842522e-45 1.797008361e-32 3.093600962e-45 1.084229669e-01 6.953222149e-310 6.953223355e-310
+72 8.100000000e+02 6.689195150e+02 2.862383316e-45 3.834769302e-33 2.728043417e-45 1.147551646e-01 6.953222149e-310 6.953223355e-310
+73 8.200000000e+02 6.694649940e+02 2.528845514e-45 3.141596867e-31 2.418368004e-45 1.210728973e-01 6.953222149e-310 6.953223355e-310
+74 8.300000000e+02 6.699512280e+02 2.245360341e-45 4.189678435e-33 2.154674525e-45 1.277275859e-01 6.953222149e-310 6.953223355e-310
+75 8.400000000e+02 6.703870450e+02 2.003135526e-45 7.624823328e-32 1.928941333e-45 1.345434023e-01 6.953222149e-310 6.953223355e-310
+76 8.500000000e+02 6.707796730e+02 1.795067557e-45 1.627498569e-34 1.734677993e-45 1.417963720e-01 6.953222149e-310 6.953223355e-310
+77 8.600000000e+02 6.711350730e+02 1.615410140e-45 1.286419046e-31 1.566626933e-45 1.493373857e-01 6.953222149e-310 6.953223355e-310
+78 8.700000000e+02 6.714581930e+02 1.459502670e-45 1.277634539e-31 1.420518411e-45 1.571614100e-01 6.953222149e-310 6.953223355e-310
+79 8.800000000e+02 6.717531670e+02 1.323550790e-45 7.298336972e-32 1.292871967e-45 1.652346856e-01 6.953222149e-310 6.953223355e-310
+80 8.900000000e+02 6.720234690e+02 1.204452166e-45 8.377731008e-33 1.180838510e-45 1.735398101e-01 6.953222149e-310 6.953223355e-310
+81 9.000000000e+02 6.722720400e+02 1.099658233e-45 2.063696040e-32 1.082074800e-45 1.822518038e-01 6.953222149e-310 6.953223355e-310
+82 9.100000000e+02 6.725013790e+02 1.007065439e-45 8.980811056e-32 9.946445655e-46 1.909949199e-01 6.953222149e-310 6.953223355e-310
+83 9.200000000e+02 6.727136260e+02 9.249287954e-46 4.228751064e-32 9.169398044e-46 1.999341240e-01 6.953222149e-310 6.953223355e-310
+84 9.300000000e+02 6.729106180e+02 8.517937510e-46 6.127205961e-32 8.476186878e-46 2.090603903e-01 6.953222149e-310 6.953223355e-310
+85 9.400000000e+02 6.730939450e+02 7.864420585e-46 5.688653713e-33 7.855561724e-46 2.183662674e-01 6.953222149e-310 6.953223355e-310
+86 9.500000000e+02 6.732649860e+02 7.278484779e-46 2.700098804e-32 7.298044508e-46 2.278383396e-01 6.953222149e-310 6.953223355e-310
+87 9.600000000e+02 6.734249410e+02 6.751463933e-46 9.084329766e-32 6.795615148e-46 2.374752230e-01 6.953222149e-310 6.953223355e-310
+88 9.700000000e+02 6.735748630e+02 6.275998701e-46 2.137989897e-31 6.341455860e-46 2.472714626e-01 6.953222149e-310 6.953223355e-310
+89 9.800000000e+02 6.737156770e+02 5.845814235e-46 1.625895491e-31 5.929747543e-46 2.572172888e-01 6.953222149e-310 6.953223355e-310
+90 9.900000000e+02 6.738481990e+02 5.455537670e-46 1.628322291e-32 5.555502443e-46 2.673096026e-01 6.953222149e-310 6.953223355e-310
+91 1.000000000e+03 6.739731500e+02 5.100550419e-46 9.259626721e-32 5.214428608e-46 2.775414642e-01 6.953222149e-310 6.953223355e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/ProtonA_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/ProtonA_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/ProtonA_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
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-2 1.100000000e+02 1.127013740e+02 5.232032870e-41 1.079763714e-22 4.990042878e-41 2.552180556e-03 6.953212613e-310 6.953233510e-310
-3 1.200000000e+02 1.226415460e+02 4.544748852e-41 1.201520214e-22 4.334546544e-41 2.819672696e-03 6.953212613e-310 6.953233510e-310
-4 1.300000000e+02 1.325833870e+02 3.997755623e-41 2.841931038e-24 3.812852430e-41 3.131721655e-03 6.953212613e-310 6.953233510e-310
-5 1.400000000e+02 1.425265760e+02 3.555133227e-41 3.115423035e-23 3.390701901e-41 3.480299437e-03 6.953212613e-310 6.953233510e-310
-6 1.500000000e+02 1.524708080e+02 3.191833213e-41 3.754544016e-28 3.044205013e-41 3.861169376e-03 6.953212613e-310 6.953233510e-310
-7 1.600000000e+02 1.624157870e+02 2.889950029e-41 2.254102052e-23 2.756284360e-41 4.271119016e-03 6.953212613e-310 6.953233510e-310
-8 1.700000000e+02 1.723612180e+02 2.636401777e-41 2.084588749e-23 2.514463094e-41 4.692750549e-03 6.953212613e-310 6.953233510e-310
-9 1.800000000e+02 1.823068060e+02 2.421450887e-41 1.689104404e-23 2.309454016e-41 5.136154827e-03 6.953212613e-310 6.953233510e-310
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-19 2.800000000e+02 2.817018960e+02 1.355083582e-41 1.000251862e-23 1.292408087e-41 1.117083960e-02 6.953212613e-310 6.953233510e-310
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Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SD-n.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/ProtonS_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/ProtonS_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/ProtonS_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
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Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/SD-p.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/myplot.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/myplot.py (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen3/myplot.py (revision 1053)
@@ -1,326 +1,326 @@
#!/usr/bin/env python
# import the libraries etc.
from scipy.interpolate import interp1d
import numpy as np
from scipy.interpolate import griddata
import matplotlib.pyplot as plt
import numpy.ma as ma
from numpy.random import uniform, seed
# Changes the font
from matplotlib import rcParams
#rcParams['mathtext.fontset'] = 'stixsans'
# Avoids problems with cut off labels
#rcParams.update({'figure.autolayout': True})
# define fancy colors
myred='#DA0002'
myblue ='#006DDC'
myorange ='#FF8000'
mygreen ='#01A801'
###################################################### PROTON SPIN INDEPENDENT #####################################################
# read the data
data = np.loadtxt('ProtonS.txt')
data2 = np.loadtxt('ProtonS_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Mod.\ Tree}}_p$', color='black', linestyle=':')
line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-46, 2E-43, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-46, 2E-43, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.0)
# added these lines
lines = line1 + line2 + line3 + line4 + line6
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_p$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-46,2E-43)
ax3.set_ylim(1E-3,2E0)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SI-p.pdf', bbox_inches='tight')
###################################################### PROTON SPIN DEPENDENT #####################################################
# read the data
data = np.loadtxt('ProtonA.txt')
data2 = np.loadtxt('ProtonA_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_p$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_p$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_p$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Mod.\ Tree}}_p$', color='black', linestyle=':')
line5 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest,1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest,1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.0)
# added these lines
lines = line1 + line2 + line3 + line4 + line5
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_p$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-44,2E-40)
ax3.set_ylim(1E-3,2E0)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SD-p.pdf', bbox_inches='tight')
###################################################### NEUTRON SPIN INDEPENDENT #####################################################
# read the data
data = np.loadtxt('NeutronS.txt')
data2 = np.loadtxt('NeutronS_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_n$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_n$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_n$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Mod.\ Tree}}_n$', color='black', linestyle=':')
line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-46, 2E-43, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-46, 2E-43, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.0)
# added these lines
lines = line1 + line2 + line3 + line4 + line6
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_n$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-46,2E-43)
ax3.set_ylim(1E-3,2E0)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SI-n.pdf', bbox_inches='tight')
###################################################### NEUTRON SPIN DEPENDENT #####################################################
# read the data
data = np.loadtxt('NeutronA.txt')
data2 = np.loadtxt('NeutronA_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_n$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_n$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_n$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Mod.\ Tree}}_n$', color='black', linestyle=':')
line5 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.0)
# added these two lines
lines = line1 + line2 + line3 + line4 + line5
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_n$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-44,2E-40)
ax3.set_ylim(1E-3,2E0)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SD-n.pdf', bbox_inches='tight')
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-n_Zoom.pdf
===================================================================
Binary files branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-n_Zoom.pdf (revision 0) and branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-n_Zoom.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_Zoom.txt (revision 1053)
@@ -0,0 +1,78 @@
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+10 7.440000000e+02 7.511565500e+02 0.000000000e+00 1.524808728e-43 1.522283379e-43 6.033064200e-02 7.016486052e-02 6.681052916e-02
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+24 8.460000000e+02 8.019240060e+02 0.000000000e+00 1.306582241e-42 1.306141654e-42 1.611605240e-02 1.671308915e-02 1.638640750e-02
+25 8.480000000e+02 8.019334900e+02 0.000000000e+00 1.299883013e-42 1.299440953e-42 1.608874878e-02 1.668116292e-02 1.635667336e-02
+26 8.500000000e+02 8.019422990e+02 0.000000000e+00 1.293649862e-42 1.293206444e-42 1.606387642e-02 1.665207146e-02 1.631718703e-02
+
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-p_Zoom.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-p_Zoom.pdf
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-p_Zoom.pdf (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-p_Zoom.pdf (revision 1053)
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SI-p_Zoom.pdf
___________________________________________________________________
Added: svn:mime-type
## -0,0 +1 ##
+application/octet-stream
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_Zoom.txt (revision 1053)
@@ -0,0 +1,77 @@
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+11 7.460000000e+02 7.531598620e+02 2.642039422e-47 2.435298105e-46 2.136343998e-46 5.403571834e-02 6.288131654e-02 5.985571418e-02
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+13 7.500000000e+02 7.571633910e+02 2.805106773e-47 2.584446320e-46 2.267823967e-46 4.339342408e-02 5.054771826e-02 4.808295653e-02
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+25 7.980000000e+02 7.998991880e+02 3.599459075e-46 3.235880897e-45 2.842898717e-45 1.453643470e-02 1.632706820e-02 1.586718037e-02
+26 8.000000000e+02 8.003730790e+02 3.574917986e-46 3.217012674e-45 2.825946644e-45 1.582356290e-02 1.736491590e-02 1.693486765e-02
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+4 8.060000000e+02 8.011258330e+02 3.200390063e-46 2.888778727e-45 2.536699601e-45 1.709465539e-02 1.817699191e-02 1.765529029e-02
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+15 8.280000000e+02 8.017889860e+02 2.529666626e-46 2.294655053e-45 2.014024967e-45 1.651010043e-02 1.717935456e-02 1.683166207e-02
+16 8.300000000e+02 8.018105590e+02 2.503970044e-46 2.271838501e-45 1.993944357e-45 1.644978360e-02 1.710687759e-02 1.676474087e-02
+17 8.320000000e+02 8.018298990e+02 2.480790705e-46 2.251207273e-45 1.975829225e-45 1.639438571e-02 1.704074922e-02 1.670353605e-02
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+21 8.400000000e+02 8.018906310e+02 2.407208212e-46 2.185741936e-45 1.918297735e-45 1.621465278e-02 1.682854118e-02 1.650640575e-02
+22 8.420000000e+02 8.019026770e+02 2.392476472e-46 2.172755992e-45 1.906776814e-45 1.617874194e-02 1.678645307e-02 1.646721604e-02
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+24 8.460000000e+02 8.019240060e+02 2.366285033e-46 2.149477542e-45 1.886296510e-45 1.611605240e-02 1.671308915e-02 1.638640750e-02
+25 8.480000000e+02 8.019334900e+02 2.354606200e-46 2.137562005e-45 1.877156469e-45 1.608874878e-02 1.668116292e-02 1.635667336e-02
+26 8.500000000e+02 8.019422990e+02 2.343728107e-46 2.127882446e-45 1.868649733e-45 1.606387642e-02 1.665207146e-02 1.631718703e-02
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_MOSettingZoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_MOSettingZoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_MOSettingZoom.txt (revision 1053)
@@ -0,0 +1,76 @@
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+21 7.400000000e+02 7.471473470e+02 1.507517454e-43 1.068722087e-16 1.420201658e-43 7.529154515e-02 6.953212654e-310 6.953235876e-310
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+23 7.440000000e+02 7.511565500e+02 1.576581426e-43 1.161273811e-16 1.485265423e-43 6.032875139e-02 6.953212654e-310 6.953235876e-310
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+26 7.500000000e+02 7.571633910e+02 1.703490858e-43 1.321688078e-16 1.604824224e-43 4.339256401e-02 6.953212654e-310 6.953235876e-310
+27 7.520000000e+02 7.591633460e+02 1.753950128e-43 1.385762478e-16 1.652360880e-43 3.889818673e-02 6.953212654e-310 6.953235876e-310
+28 7.540000000e+02 7.611618770e+02 1.809602243e-43 9.270487885e-17 1.704789608e-43 3.489647850e-02 6.953212654e-310 6.953235876e-310
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+31 7.600000000e+02 7.671466800e+02 2.017828970e-43 1.099496466e-16 1.900955783e-43 2.522370962e-02 6.953212654e-310 6.953235876e-310
+32 7.620000000e+02 7.691370040e+02 2.105731526e-43 1.174684563e-16 1.983766998e-43 2.265574478e-02 6.953212654e-310 6.953235876e-310
+33 7.640000000e+02 7.711243290e+02 2.206265591e-43 1.486975788e-17 2.078478101e-43 2.035751101e-02 6.953212654e-310 6.953235876e-310
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+36 7.700000000e+02 7.770616370e+02 2.618393842e-43 1.440742644e-17 2.466735768e-43 1.475838031e-02 6.953212654e-310 6.953235876e-310
+37 7.720000000e+02 7.790292220e+02 2.810766171e-43 2.162071158e-16 2.647965837e-43 1.335859100e-02 6.953212654e-310 6.953235876e-310
+38 7.740000000e+02 7.809885440e+02 3.045235888e-43 1.418040110e-17 2.868855003e-43 1.202831771e-02 6.953212654e-310 6.953235876e-310
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+41 7.800000000e+02 7.867882950e+02 4.183342624e-43 2.928972895e-16 3.941042281e-43 9.175048574e-03 6.953212654e-310 6.953235876e-310
+42 7.820000000e+02 7.886789050e+02 4.819582637e-43 1.573617594e-17 4.540431104e-43 8.480112773e-03 6.953212654e-310 6.953235876e-310
+43 7.840000000e+02 7.905333400e+02 5.688478545e-43 1.675085174e-17 5.359000309e-43 7.774652280e-03 6.953212654e-310 6.953235876e-310
+44 7.860000000e+02 7.923351900e+02 6.903134244e-43 3.295632316e-16 6.503302815e-43 6.609284224e-03 6.953212654e-310 6.953235876e-310
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+47 7.920000000e+02 7.970974160e+02 1.401598880e-42 6.061405860e-16 1.320417886e-42 5.759808776e-03 6.953212654e-310 6.953235876e-310
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+49 7.960000000e+02 7.992252210e+02 1.940851036e-42 8.743830181e-20 1.828436403e-42 1.294236645e-02 6.953212654e-310 6.953235876e-310
+50 7.980000000e+02 7.998991880e+02 2.031510804e-42 1.281019536e-20 1.913845130e-42 1.450666623e-02 6.953212654e-310 6.953235876e-310
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+52 8.020000000e+02 8.007070480e+02 1.956013534e-42 7.268959144e-19 1.842720681e-42 1.651516813e-02 6.953212654e-310 6.953235876e-310
+53 8.040000000e+02 8.009475830e+02 1.881016481e-42 6.818216787e-16 1.772067476e-42 1.689424669e-02 6.953212654e-310 6.953235876e-310
+54 8.060000000e+02 8.011258330e+02 1.808893505e-42 2.255127348e-18 1.704121882e-42 1.707130256e-02 6.953212654e-310 6.953235876e-310
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+57 8.120000000e+02 8.014532460e+02 1.642124556e-42 6.015118815e-18 1.547012231e-42 1.707716575e-02 6.953212654e-310 6.953235876e-310
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+59 8.160000000e+02 8.015804460e+02 1.566805303e-42 1.406828258e-17 1.476055487e-42 1.693539048e-02 6.953212654e-310 6.953235876e-310
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+64 8.260000000e+02 8.017647750e+02 1.449299217e-42 3.869950404e-18 1.365355385e-42 1.655913422e-02 6.953212654e-310 6.953235876e-310
+65 8.280000000e+02 8.017889860e+02 1.433246920e-42 2.686930899e-18 1.350232840e-42 1.649452686e-02 6.953212654e-310 6.953235876e-310
+66 8.300000000e+02 8.018105590e+02 1.418838981e-42 8.385432991e-18 1.336659411e-42 1.643445868e-02 6.953212654e-310 6.953235876e-310
+67 8.320000000e+02 8.018298990e+02 1.405842413e-42 9.727771762e-19 1.324415607e-42 1.637923700e-02 6.953212654e-310 6.953235876e-310
+68 8.340000000e+02 8.018473330e+02 1.394064959e-42 4.408275750e-19 1.313320304e-42 1.632857631e-02 6.953212654e-310 6.953235876e-310
+69 8.360000000e+02 8.018631250e+02 1.383346762e-42 9.875945577e-20 1.303222907e-42 1.628199160e-02 6.953212654e-310 6.953235876e-310
+70 8.380000000e+02 8.018774970e+02 1.373553833e-42 1.710096213e-17 1.293997186e-42 1.623926885e-02 6.953212654e-310 6.953235876e-310
+71 8.400000000e+02 8.018906310e+02 1.364573646e-42 1.968368755e-17 1.285537134e-42 1.620015300e-02 6.953212654e-310 6.953235876e-310
+72 8.420000000e+02 8.019026770e+02 1.356310671e-42 2.272350809e-17 1.277752752e-42 1.616439206e-02 6.953212654e-310 6.953235876e-310
+73 8.440000000e+02 8.019137660e+02 1.348683715e-42 2.591723226e-17 1.270567551e-42 1.613173170e-02 6.953212654e-310 6.953235876e-310
+74 8.460000000e+02 8.019240060e+02 1.341622932e-42 2.904931415e-17 1.263915729e-42 1.610190318e-02 6.953212654e-310 6.953235876e-310
+75 8.480000000e+02 8.019334900e+02 1.335068377e-42 2.264912435e-17 1.257740814e-42 1.607468308e-02 6.953212654e-310 6.953235876e-310
+76 8.500000000e+02 8.019422990e+02 1.328968203e-42 1.943037305e-17 1.251993963e-42 1.604992373e-02 6.953212654e-310 6.953235876e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_MOSettingZoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_MOSettingZoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_MOSettingZoom.txt (revision 1053)
@@ -0,0 +1,76 @@
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+33 7.640000000e+02 7.711243290e+02 2.908700023e-46 1.557961222e-27 2.692103200e-46 2.035751101e-02 6.953212654e-310 6.953235876e-310
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+41 7.800000000e+02 7.867882950e+02 5.630564903e-46 2.455261319e-26 5.208028843e-46 9.175048574e-03 6.953212654e-310 6.953235876e-310
+42 7.820000000e+02 7.886789050e+02 6.500986267e-46 1.542078807e-27 6.010918580e-46 8.480112773e-03 6.953212654e-310 6.953235876e-310
+43 7.840000000e+02 7.905333400e+02 7.688754228e-46 1.621847245e-27 7.105677578e-46 7.774652280e-03 6.953212654e-310 6.953235876e-310
+44 7.860000000e+02 7.923351900e+02 9.348549552e-46 2.739380339e-26 8.634151689e-46 6.609284224e-03 6.953212654e-310 6.953235876e-310
+45 7.880000000e+02 7.940587480e+02 1.169540417e-45 3.416702218e-26 1.079312730e-45 5.000146283e-03 6.953212654e-310 6.953235876e-310
+46 7.900000000e+02 7.956645700e+02 1.494829963e-45 4.388722427e-26 1.378200163e-45 3.782142676e-03 6.953212654e-310 6.953235876e-310
+47 7.920000000e+02 7.970974160e+02 1.907965908e-45 5.663142080e-26 1.757237191e-45 5.759808776e-03 6.953212654e-310 6.953235876e-310
+48 7.940000000e+02 7.982964080e+02 2.336786905e-45 5.585833423e-29 2.149869843e-45 9.870175674e-03 6.953212654e-310 6.953235876e-310
+49 7.960000000e+02 7.992252210e+02 2.650039650e-45 2.999084879e-29 2.435718007e-45 1.294236645e-02 6.953212654e-310 6.953235876e-310
+50 7.980000000e+02 7.998991880e+02 2.777364791e-45 6.015007126e-30 2.550774519e-45 1.450666623e-02 6.953212654e-310 6.953235876e-310
+51 8.000000000e+02 8.003730790e+02 2.761979771e-45 3.311047037e-31 2.535179525e-45 1.579332445e-02 6.953212654e-310 6.953235876e-310
+52 8.020000000e+02 8.007070480e+02 2.679275986e-45 1.397046549e-29 2.458229502e-45 1.651516813e-02 6.953212654e-310 6.953235876e-310
+53 8.040000000e+02 8.009475830e+02 2.578312255e-45 7.930437320e-26 2.364862387e-45 1.689424669e-02 6.953212654e-310 6.953235876e-310
+54 8.060000000e+02 8.011258330e+02 2.480818593e-45 9.538023302e-29 2.274911754e-45 1.707130256e-02 6.953212654e-310 6.953235876e-310
+55 8.080000000e+02 8.012617490e+02 2.393976701e-45 1.755687626e-28 2.194887095e-45 1.713078821e-02 6.953212654e-310 6.953235876e-310
+56 8.100000000e+02 8.013681070e+02 2.318914381e-45 2.667402864e-28 2.125770441e-45 1.712292794e-02 6.953212654e-310 6.953235876e-310
+57 8.120000000e+02 8.014532460e+02 2.254634161e-45 3.644687004e-28 2.066613110e-45 1.707716575e-02 6.953212654e-310 6.953235876e-310
+58 8.140000000e+02 8.015227460e+02 2.199589532e-45 5.864265728e-27 2.015974899e-45 1.701124014e-02 6.953212654e-310 6.953235876e-310
+59 8.160000000e+02 8.015804460e+02 2.152257134e-45 1.132254204e-27 1.972444386e-45 1.693539048e-02 6.953212654e-310 6.953235876e-310
+60 8.180000000e+02 8.016290500e+02 2.111312448e-45 9.039661153e-28 1.934797272e-45 1.685605307e-02 6.953212654e-310 6.953235876e-310
+61 8.200000000e+02 8.016705130e+02 2.075657854e-45 6.854223831e-28 1.902020376e-45 1.677690979e-02 6.953212654e-310 6.953235876e-310
+62 8.220000000e+02 8.017062750e+02 2.044401221e-45 5.468644588e-28 1.873290949e-45 1.670070032e-02 6.953212654e-310 6.953235876e-310
+63 8.240000000e+02 8.017374190e+02 2.016821561e-45 7.978027233e-26 1.847944511e-45 1.662838804e-02 6.953212654e-310 6.953235876e-310
+64 8.260000000e+02 8.017647750e+02 1.992336419e-45 2.559369630e-28 1.825444517e-45 1.655913422e-02 6.953212654e-310 6.953235876e-310
+65 8.280000000e+02 8.017889860e+02 1.970473128e-45 1.623005877e-28 1.805355730e-45 1.649452686e-02 6.953212654e-310 6.953235876e-310
+66 8.300000000e+02 8.018105590e+02 1.950846381e-45 7.173614611e-28 1.787323462e-45 1.643445868e-02 6.953212654e-310 6.953235876e-310
+67 8.320000000e+02 8.018298990e+02 1.933139812e-45 3.874369469e-29 1.771056564e-45 1.637923700e-02 6.953212654e-310 6.953235876e-310
+68 8.340000000e+02 8.018473330e+02 1.917092258e-45 9.105349256e-30 1.756314748e-45 1.632857631e-02 6.953212654e-310 6.953235876e-310
+69 8.360000000e+02 8.018631250e+02 1.902486471e-45 2.456606516e-31 1.742898158e-45 1.628199160e-02 6.953212654e-310 6.953235876e-310
+70 8.380000000e+02 8.018774970e+02 1.889140306e-45 1.542439670e-27 1.730639260e-45 1.623926885e-02 6.953212654e-310 6.953235876e-310
+71 8.400000000e+02 8.018906310e+02 1.876900581e-45 1.789042746e-27 1.719397182e-45 1.620015300e-02 6.953212654e-310 6.953235876e-310
+72 8.420000000e+02 8.019026770e+02 1.865637526e-45 2.083102029e-27 1.709052599e-45 1.616439206e-02 6.953212654e-310 6.953235876e-310
+73 8.440000000e+02 8.019137660e+02 1.855240557e-45 2.394178155e-27 1.699503836e-45 1.613173170e-02 6.953212654e-310 6.953235876e-310
+74 8.460000000e+02 8.019240060e+02 1.845614905e-45 2.696916955e-27 1.690663768e-45 1.610190318e-02 6.953212654e-310 6.953235876e-310
+75 8.480000000e+02 8.019334900e+02 1.836678835e-45 1.243188848e-27 1.682457261e-45 1.607468308e-02 6.953212654e-310 6.953235876e-310
+76 8.500000000e+02 8.019422990e+02 1.828361782e-45 1.007159159e-27 1.674819452e-45 1.604992373e-02 6.953212654e-310 6.953235876e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_Zoom.txt (revision 1053)
@@ -0,0 +1,77 @@
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+25 8.480000000e+02 8.019334900e+02 0.000000000e+00 9.217062038e-43 9.221820864e-43 1.608874878e-02 1.668116292e-02 1.635667336e-02
+26 8.500000000e+02 8.019422990e+02 0.000000000e+00 9.174669424e-43 9.179402520e-43 1.606387642e-02 1.665207146e-02 1.631718703e-02
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronA_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-n_Zoom.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-n_Zoom.pdf
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-n_Zoom.pdf (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-n_Zoom.pdf (revision 1053)
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-n_Zoom.pdf
___________________________________________________________________
Added: svn:mime-type
## -0,0 +1 ##
+application/octet-stream
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_MOSettingZoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_MOSettingZoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonA_MOSettingZoom.txt (revision 1053)
@@ -0,0 +1,76 @@
+1 7.000000000e+02 7.069499250e+02 1.283490407e-43 1.612739579e-17 1.209078212e-43 6.901412741e-01 6.953212654e-310 6.953235876e-310
+2 7.020000000e+02 7.089625790e+02 1.298341106e-43 9.524847133e-18 1.223067919e-43 6.201570092e-01 6.953212654e-310 6.953235876e-310
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+21 7.400000000e+02 7.471473470e+02 1.753125286e-43 2.740749771e-17 1.651485303e-43 7.529154515e-02 6.953212654e-310 6.953235876e-310
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+36 7.700000000e+02 7.770616370e+02 3.124246358e-43 3.694799997e-18 2.943113588e-43 1.475838031e-02 6.953212654e-310 6.953235876e-310
+37 7.720000000e+02 7.790292220e+02 3.362687764e-43 5.544654907e-17 3.167730999e-43 1.335859100e-02 6.953212654e-310 6.953235876e-310
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+42 7.820000000e+02 7.886789050e+02 5.858643779e-43 4.035559468e-18 5.518980280e-43 8.480112773e-03 6.953212654e-310 6.953235876e-310
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+48 7.940000000e+02 7.982964080e+02 2.104672727e-42 1.010375380e-19 1.982651212e-42 9.870175674e-03 6.953212654e-310 6.953235876e-310
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+50 7.980000000e+02 7.998991880e+02 2.474342496e-42 3.285181028e-21 2.330888825e-42 1.450666623e-02 6.953212654e-310 6.953235876e-310
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+52 8.020000000e+02 8.007070480e+02 2.361405464e-42 1.864131090e-19 2.224499481e-42 1.651516813e-02 6.953212654e-310 6.953235876e-310
+53 8.040000000e+02 8.009475830e+02 2.262666311e-42 1.748538949e-16 2.131484874e-42 1.689424669e-02 6.953212654e-310 6.953235876e-310
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+64 8.260000000e+02 8.017647750e+02 1.713531146e-42 9.924527575e-19 1.614186620e-42 1.655913422e-02 6.953212654e-310 6.953235876e-310
+65 8.280000000e+02 8.017889860e+02 1.693435105e-42 6.890662517e-19 1.595255675e-42 1.649452686e-02 6.953212654e-310 6.953235876e-310
+66 8.300000000e+02 8.018105590e+02 1.675412153e-42 2.150453341e-18 1.578277627e-42 1.643445868e-02 6.953212654e-310 6.953235876e-310
+67 8.320000000e+02 8.018298990e+02 1.659166296e-42 2.494697544e-19 1.562973648e-42 1.637923700e-02 6.953212654e-310 6.953235876e-310
+68 8.340000000e+02 8.018473330e+02 1.644453746e-42 1.130506478e-19 1.549114076e-42 1.632857631e-02 6.953212654e-310 6.953235876e-310
+69 8.360000000e+02 8.018631250e+02 1.631072124e-42 2.532694886e-20 1.536508272e-42 1.628199160e-02 6.953212654e-310 6.953235876e-310
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+71 8.400000000e+02 8.018906310e+02 1.607651445e-42 5.047902484e-18 1.514445442e-42 1.620015300e-02 6.953212654e-310 6.953235876e-310
+72 8.420000000e+02 8.019026770e+02 1.597349835e-42 5.827467406e-18 1.504741081e-42 1.616439206e-02 6.953212654e-310 6.953235876e-310
+73 8.440000000e+02 8.019137660e+02 1.587844922e-42 6.646501723e-18 1.495787229e-42 1.613173170e-02 6.953212654e-310 6.953235876e-310
+74 8.460000000e+02 8.019240060e+02 1.579048793e-42 7.449727139e-18 1.487501066e-42 1.610190318e-02 6.953212654e-310 6.953235876e-310
+75 8.480000000e+02 8.019334900e+02 1.570886051e-42 5.808392025e-18 1.479811570e-42 1.607468308e-02 6.953212654e-310 6.953235876e-310
+76 8.500000000e+02 8.019422990e+02 1.563291539e-42 4.982939500e-18 1.472657361e-42 1.604992373e-02 6.953212654e-310 6.953235876e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_Zoom.txt (revision 1053)
@@ -0,0 +1,79 @@
+1 7.000000000e+02 7.069499250e+02 1.677335252e-47 1.586073716e-46 1.392119076e-46 6.903399538e-01 7.882407323e-01 7.570794554e-01
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+10 7.440000000e+02 7.511565500e+02 2.545868772e-47 2.410265953e-46 2.115424496e-46 6.033064200e-02 7.016486052e-02 6.681052916e-02
+11 7.460000000e+02 7.531598620e+02 2.617382078e-47 2.478501172e-46 2.174714717e-46 5.403571834e-02 6.288131654e-02 5.985571418e-02
+12 7.480000000e+02 7.551621830e+02 2.694772840e-47 2.550824375e-46 2.238844636e-46 4.842168200e-02 5.638036182e-02 5.364968706e-02
+13 7.500000000e+02 7.571633910e+02 2.778927634e-47 2.630268039e-46 2.308524494e-46 4.339342408e-02 5.054771826e-02 4.808295653e-02
+2 7.520000000e+02 7.591633460e+02 2.870904052e-47 2.716947923e-46 2.384610595e-46 3.889836285e-02 4.533540751e-02 4.311460370e-02
+3 7.540000000e+02 7.611618770e+02 2.971974857e-47 2.812036435e-46 2.468144092e-46 3.489608761e-02 4.068117164e-02 3.867016751e-02
+4 7.560000000e+02 7.631587830e+02 3.083694361e-47 2.917106121e-46 2.560402586e-46 3.130044502e-02 3.651683865e-02 3.470974647e-02
+5 7.580000000e+02 7.651538170e+02 3.208054159e-47 3.032534276e-46 2.662969079e-46 2.809243678e-02 3.280073030e-02 3.114864746e-02
+6 7.600000000e+02 7.671466800e+02 3.347421428e-47 3.164499094e-46 2.777826975e-46 2.522206172e-02 2.945741053e-02 2.796644770e-02
+7 7.620000000e+02 7.691370040e+02 3.504973222e-47 3.312256301e-46 2.907490389e-46 2.265376096e-02 2.646892093e-02 2.511730046e-02
+8 7.640000000e+02 7.711243290e+02 3.684622687e-47 3.480357027e-46 3.055187934e-46 2.035518641e-02 2.379203129e-02 2.256541668e-02
+9 7.660000000e+02 7.731080740e+02 3.891576484e-47 3.674688734e-46 3.225125124e-46 1.829051742e-02 2.139411151e-02 2.027960119e-02
+10 7.680000000e+02 7.750874980e+02 4.132706869e-47 3.898845237e-46 3.422865807e-46 1.642632170e-02 1.925431412e-02 1.823984962e-02
+11 7.700000000e+02 7.770616370e+02 4.417265180e-47 4.164138658e-46 3.655898916e-46 1.475983827e-02 1.734488023e-02 1.641912321e-02
+12 7.720000000e+02 7.790292220e+02 4.757946747e-47 4.481299664e-46 3.934495047e-46 1.335731906e-02 1.566753823e-02 1.481807541e-02
+13 7.740000000e+02 7.809885440e+02 5.172532804e-47 4.866190327e-46 4.273031153e-46 1.202135885e-02 1.410950789e-02 1.333039390e-02
+14 7.760000000e+02 7.829372610e+02 5.686488677e-47 5.343365968e-46 4.692079148e-46 1.091973431e-02 1.278933681e-02 1.220166124e-02
+15 7.780000000e+02 7.848720870e+02 6.337146619e-47 5.945799830e-46 5.221761197e-46 9.956342749e-03 1.166900114e-02 1.101253630e-02
+16 7.800000000e+02 7.867882950e+02 7.180466434e-47 6.725620157e-46 5.907195692e-46 9.170736386e-03 1.074637898e-02 1.015823312e-02
+17 7.820000000e+02 7.886789050e+02 8.302030955e-47 7.761325361e-46 6.817284312e-46 8.476489192e-03 9.994602840e-03 9.474417886e-03
+18 7.840000000e+02 7.905333400e+02 9.833808757e-47 9.172853657e-46 8.058220382e-46 7.768357665e-03 9.164133708e-03 8.714246001e-03
+19 7.860000000e+02 7.923351900e+02 1.197573711e-46 1.114317247e-45 9.790831945e-46 6.609085184e-03 7.796616868e-03 7.424251275e-03
+20 7.880000000e+02 7.940587480e+02 1.500573446e-46 1.392688929e-45 1.223830537e-45 4.997181352e-03 5.875891658e-03 5.601918016e-03
+21 7.900000000e+02 7.956645700e+02 1.920549825e-46 1.778147727e-45 1.562698002e-45 3.774645280e-03 4.448924818e-03 4.234586865e-03
+22 7.920000000e+02 7.970974160e+02 2.453501591e-46 2.267118873e-45 1.992529868e-45 5.760608407e-03 6.748174227e-03 6.449657550e-03
+23 7.940000000e+02 7.982964080e+02 3.005396903e-46 2.773788021e-45 2.437958149e-45 9.889430665e-03 1.133199155e-02 1.089809166e-02
+24 7.960000000e+02 7.992252210e+02 3.406177175e-46 3.143375338e-45 2.762512994e-45 1.296993638e-02 1.452649211e-02 1.404759581e-02
+25 7.980000000e+02 7.998991880e+02 3.565863655e-46 3.292834698e-45 2.893499529e-45 1.453643470e-02 1.632706820e-02 1.586718037e-02
+26 8.000000000e+02 8.003730790e+02 3.541551038e-46 3.273678267e-45 2.876288099e-45 1.582356290e-02 1.736491590e-02 1.693486765e-02
+2 8.020000000e+02 8.007070480e+02 3.431242354e-46 3.175134753e-45 2.789396254e-45 1.654271932e-02 1.788817240e-02 1.748841475e-02
+3 8.040000000e+02 8.009475830e+02 3.298258002e-46 3.055306817e-45 2.683787082e-45 1.691949767e-02 1.811544963e-02 1.774146013e-02
+4 8.060000000e+02 8.011258330e+02 3.170517750e-46 2.939751869e-45 2.581975945e-45 1.709465539e-02 1.817699191e-02 1.765529029e-02
+5 8.080000000e+02 8.012617490e+02 3.057023812e-46 2.836701649e-45 2.491367339e-45 1.715258623e-02 1.814770743e-02 1.766094334e-02
+6 8.100000000e+02 8.013681070e+02 2.959100231e-46 2.747702354e-45 2.413091556e-45 1.714342659e-02 1.807050530e-02 1.761161805e-02
+7 8.120000000e+02 8.014532460e+02 2.875334723e-46 2.671702164e-45 2.346084116e-45 1.709674132e-02 1.796978615e-02 1.753342031e-02
+8 8.140000000e+02 8.015227460e+02 2.803685553e-46 2.606484714e-45 2.288719393e-45 1.702994151e-02 1.785934414e-02 1.744143794e-02
+9 8.160000000e+02 8.015804460e+02 2.742137890e-46 2.550384964e-45 2.239401911e-45 1.695342987e-02 1.774703287e-02 1.734446955e-02
+10 8.180000000e+02 8.016290500e+02 2.688910571e-46 2.502000125e-45 2.196746768e-45 1.687353215e-02 1.763735400e-02 1.724768575e-02
+11 8.200000000e+02 8.016705130e+02 2.642591141e-46 2.459771517e-45 2.159607415e-45 1.679390573e-02 1.753264801e-02 1.715395514e-02
+12 8.220000000e+02 8.017062750e+02 2.601993522e-46 2.422644757e-45 2.127052548e-45 1.671724892e-02 1.743458701e-02 1.706530979e-02
+13 8.240000000e+02 8.017374190e+02 2.566191101e-46 2.390104702e-45 2.098329864e-45 1.664454959e-02 1.734347996e-02 1.698235208e-02
+14 8.260000000e+02 8.017647750e+02 2.534413623e-46 2.361058142e-45 2.072831814e-45 1.657499058e-02 1.725807573e-02 1.690409494e-02
+15 8.280000000e+02 8.017889860e+02 2.506053795e-46 2.335239723e-45 2.050065505e-45 1.651010043e-02 1.717935456e-02 1.683166207e-02
+16 8.300000000e+02 8.018105590e+02 2.480597035e-46 2.312023186e-45 2.029629221e-45 1.644978360e-02 1.710687759e-02 1.676474087e-02
+17 8.320000000e+02 8.018298990e+02 2.457634026e-46 2.291030662e-45 2.011193187e-45 1.639438571e-02 1.704074922e-02 1.670353605e-02
+18 8.340000000e+02 8.018473330e+02 2.436822474e-46 2.272027908e-45 1.994485221e-45 1.634352265e-02 1.698036671e-02 1.664755124e-02
+19 8.360000000e+02 8.018631250e+02 2.417896829e-46 2.255985015e-45 1.979278922e-45 1.629676942e-02 1.692511777e-02 1.659624059e-02
+20 8.380000000e+02 8.018774970e+02 2.400592600e-46 2.240252387e-45 1.965384480e-45 1.625390942e-02 1.687464490e-02 1.654932051e-02
+21 8.400000000e+02 8.018906310e+02 2.384738274e-46 2.224418105e-45 1.952642302e-45 1.621465278e-02 1.682854118e-02 1.650640575e-02
+22 8.420000000e+02 8.019026770e+02 2.370144025e-46 2.211203437e-45 1.940917194e-45 1.617874194e-02 1.678645307e-02 1.646721604e-02
+23 8.440000000e+02 8.019137660e+02 2.356664493e-46 2.198814773e-45 1.930093959e-45 1.614598587e-02 1.674810139e-02 1.641901861e-02
+24 8.460000000e+02 8.019240060e+02 2.344197030e-46 2.187516681e-45 1.920073877e-45 1.611605240e-02 1.671308915e-02 1.638640750e-02
+25 8.480000000e+02 8.019334900e+02 2.332627196e-46 2.175405751e-45 1.910771813e-45 1.608874878e-02 1.668116292e-02 1.635667336e-02
+26 8.500000000e+02 8.019422990e+02 2.321850628e-46 2.165556479e-45 1.902114272e-45 1.606387642e-02 1.665207146e-02 1.631718703e-02
+
+
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/NeutronS_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-p_Zoom.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-p_Zoom.pdf
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-p_Zoom.pdf (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-p_Zoom.pdf (revision 1053)
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/SD-p_Zoom.pdf
___________________________________________________________________
Added: svn:mime-type
## -0,0 +1 ##
+application/octet-stream
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/myplot_Zoom.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/myplot_Zoom.py (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/myplot_Zoom.py (revision 1053)
@@ -0,0 +1,346 @@
+#!/usr/bin/env python
+
+# import the libraries etc.
+from scipy.interpolate import interp1d
+import numpy as np
+from scipy.interpolate import griddata
+import matplotlib.pyplot as plt
+import numpy.ma as ma
+from numpy.random import uniform, seed
+
+# Changes the font
+from matplotlib import rcParams
+#rcParams['mathtext.fontset'] = 'stixsans'
+
+# Avoids problems with cut off labels
+#rcParams.update({'figure.autolayout': True})
+
+# define fancy colors
+myred='#DA0002'
+myblue ='#006DDC'
+myorange ='#FF8000'
+mygreen ='#01A801'
+
+###################################################### PROTON SPIN INDEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('ProtonS_Zoom.txt')
+data2 = np.loadtxt('ProtonS_MOSettingZoom.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M1
+x1old = data2[:,1] # M1 for MO curve
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,800,1000)
+
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1old, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line5 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+
+ax1.fill_between(xtest, 1E-46, 2E-44, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-46, 2E-44, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-46, 2E-44, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these two lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.1, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_p$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+
+# set x/y limits
+ax1.set_xlim(700.,800.)
+ax1.set_ylim(1E-46,2E-44)
+ax3.set_ylim(1E-3,1E1)
+
+#design second x axis
+new_tick_locations = np.array([700., 720., 740., 760., 780., 800.])
+fit = np.polyfit(x1,x2,100)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(720.),1),round(fit_fn(740.),1),round(fit_fn(760.),1),round(fit_fn(780.),1),round(fit_fn(800.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SI-p_Zoom.pdf', bbox_inches='tight')
+
+
+
+###################################################### PROTON SPIN DEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('ProtonA_Zoom.txt')
+data2 = np.loadtxt('ProtonA_MOSettingZoom.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M1
+x1old = data2[:,1] # M1 for MO curve
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,800,1000)
+
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_p$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_p$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1old, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_p$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line5 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these two lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.1, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_p$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+ax1.set_xlim(700.,800.)
+ax1.set_ylim(1E-44,5E-42)
+ax3.set_ylim(1E-3,1E1)
+
+#design second x axis
+new_tick_locations = np.array([700., 720., 740., 760., 780., 800.])
+fit = np.polyfit(x1,x2,100)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(720.),1),round(fit_fn(740.),1),round(fit_fn(760.),1),round(fit_fn(780.),1),round(fit_fn(800.),1)
+#labelsarray = round(fit_fn(600.),1),round(fit_fn(650.),1),round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SD-p_Zoom.pdf', bbox_inches='tight')
+
+###################################################### NEUTRON SPIN INDEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('NeutronS_Zoom.txt')
+data2 = np.loadtxt('NeutronS_MOSettingZoom.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M1
+x1old = data2[:,1] # M1 for MO curve
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,800,1000)
+
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_n$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_n$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1old, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_n$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line5 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+
+
+ax1.fill_between(xtest, 1E-46, 2E-44, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-46, 2E-44, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-46, 2E-44, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these two lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.1, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_n$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+
+# set x/y limits
+ax1.set_xlim(700.,800.)
+ax1.set_ylim(1E-46,2E-44)
+ax3.set_ylim(1E-3,1E1)
+
+#design second x axis
+new_tick_locations = np.array([700., 720., 740., 760., 780., 800.])
+fit = np.polyfit(x1,x2,100)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(720.),1),round(fit_fn(740.),1),round(fit_fn(760.),1),round(fit_fn(780.),1),round(fit_fn(800.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SI-n_Zoom.pdf', bbox_inches='tight')
+
+###################################################### NEUTRON SPIN DEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('NeutronA_Zoom.txt')
+data2 = np.loadtxt('NeutronA_MOSettingZoom.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaTree2 = data2[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M1
+x1old = data2[:,1] # M1 for MO curve
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,800,1000)
+
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_n$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_n$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1old, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_n$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line5 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these two lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.1, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_n$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+ax1.set_xlim(700.,800.)
+ax1.set_ylim(1E-44,5E-42)
+ax3.set_ylim(1E-3,1E1)
+
+#design second x axis
+new_tick_locations = np.array([700., 720., 740., 760., 780., 800.])
+fit = np.polyfit(x1,x2,100)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(720.),1),round(fit_fn(740.),1),round(fit_fn(760.),1),round(fit_fn(780.),1),round(fit_fn(800.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SD-n_Zoom.pdf', bbox_inches='tight')
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/myplot_Zoom.py
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_MOSettingZoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_MOSettingZoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen1/ProtonS_MOSettingZoom.txt (revision 1053)
@@ -0,0 +1,76 @@
+1 7.000000000e+02 7.069499250e+02 1.291781323e-46 2.000892620e-27 1.186702725e-46 6.901412741e-01 6.953212654e-310 6.953235876e-310
+2 7.020000000e+02 7.089625790e+02 1.310707104e-46 6.995372525e-28 1.204191344e-46 6.201570092e-01 6.953212654e-310 6.953235876e-310
+3 7.040000000e+02 7.109750320e+02 1.330242648e-46 7.499989648e-28 1.222245351e-46 5.563035110e-01 6.953212654e-310 6.953235876e-310
+4 7.060000000e+02 7.129872730e+02 1.350427413e-46 8.020527859e-28 1.240901275e-46 4.989529907e-01 6.953212654e-310 6.953235876e-310
+5 7.080000000e+02 7.149992930e+02 1.371304781e-46 8.546079936e-28 1.260199274e-46 4.472577181e-01 6.953212654e-310 6.953235876e-310
+6 7.100000000e+02 7.170110790e+02 1.392922313e-46 9.128294567e-28 1.280183360e-46 4.007210006e-01 6.953212654e-310 6.953235876e-310
+7 7.120000000e+02 7.190226190e+02 1.415332591e-46 9.739581870e-28 1.300902185e-46 3.588678951e-01 6.953212654e-310 6.953235876e-310
+8 7.140000000e+02 7.210339010e+02 1.438593558e-46 1.031024982e-27 1.322409346e-46 3.212606245e-01 6.953212654e-310 6.953235876e-310
+9 7.160000000e+02 7.230449080e+02 1.462769578e-46 4.279197684e-27 1.344764369e-46 2.874979073e-01 6.953212654e-310 6.953235876e-310
+10 7.180000000e+02 7.250556250e+02 1.487932011e-46 1.168751938e-27 1.368033232e-46 2.572123007e-01 6.953212654e-310 6.953235876e-310
+11 7.200000000e+02 7.270660330e+02 1.514160497e-46 3.515921621e-27 1.392289554e-46 2.300651891e-01 6.953212654e-310 6.953235876e-310
+12 7.220000000e+02 7.290761120e+02 1.541544082e-46 2.415614659e-27 1.417615629e-46 2.057469227e-01 6.953212654e-310 6.953235876e-310
+13 7.240000000e+02 7.310858400e+02 1.570182468e-46 2.531469100e-27 1.444103578e-46 1.839799844e-01 6.953212654e-310 6.953235876e-310
+14 7.260000000e+02 7.330951930e+02 1.600188026e-46 2.642690412e-27 1.471857196e-46 1.645032897e-01 6.953212654e-310 6.953235876e-310
+15 7.280000000e+02 7.351041430e+02 1.631687625e-46 2.769786225e-27 1.500993654e-46 1.470823123e-01 6.953212654e-310 6.953235876e-310
+16 7.300000000e+02 7.371126590e+02 1.664824953e-46 2.903362668e-27 1.531645615e-46 1.315085259e-01 6.953212654e-310 6.953235876e-310
+17 7.320000000e+02 7.391207060e+02 1.699763729e-46 3.045862596e-27 1.563964196e-46 1.175924121e-01 6.953212654e-310 6.953235876e-310
+18 7.340000000e+02 7.411282460e+02 1.736691081e-46 3.194193202e-27 1.598122082e-46 1.051603287e-01 6.953212654e-310 6.953235876e-310
+19 7.360000000e+02 7.431352340e+02 1.775821700e-46 3.338850668e-27 1.634317345e-46 9.405706122e-02 6.953212654e-310 6.953235876e-310
+20 7.380000000e+02 7.451416200e+02 1.817403462e-46 3.504358420e-27 1.672778612e-46 8.414274849e-02 6.953212654e-310 6.953235876e-310
+21 7.400000000e+02 7.471473470e+02 1.861723759e-46 3.682147546e-27 1.713770887e-46 7.529154515e-02 6.953212654e-310 6.953235876e-310
+22 7.420000000e+02 7.491523490e+02 1.909117667e-46 3.869160028e-27 1.757603071e-46 6.739150254e-02 6.953212654e-310 6.953235876e-310
+23 7.440000000e+02 7.511565500e+02 1.959978229e-46 4.071027008e-27 1.804637399e-46 6.032875139e-02 6.953212654e-310 6.953235876e-310
+24 7.460000000e+02 7.531598620e+02 2.014769094e-46 1.010740608e-28 1.855301066e-46 5.403468202e-02 6.953212654e-310 6.953235876e-310
+25 7.480000000e+02 7.551621830e+02 2.074041296e-46 4.499547025e-27 1.910101654e-46 4.842001150e-02 6.953212654e-310 6.953235876e-310
+26 7.500000000e+02 7.571633910e+02 2.138454170e-46 4.749386453e-27 1.969646333e-46 4.339256401e-02 6.953212654e-310 6.953235876e-310
+27 7.520000000e+02 7.591633460e+02 2.208802872e-46 5.020194248e-27 2.034667151e-46 3.889818673e-02 6.953212654e-310 6.953235876e-310
+28 7.540000000e+02 7.611618770e+02 2.286054481e-46 2.611482560e-27 2.106054185e-46 3.489647850e-02 6.953212654e-310 6.953235876e-310
+29 7.560000000e+02 7.631587830e+02 2.371396057e-46 8.469918107e-28 2.184899667e-46 3.130131724e-02 6.953212654e-310 6.953235876e-310
+30 7.580000000e+02 7.651538170e+02 2.466298853e-46 5.972954689e-27 2.272556930e-46 2.809370896e-02 6.953212654e-310 6.953235876e-310
+31 7.600000000e+02 7.671466800e+02 2.572606834e-46 3.278608512e-27 2.370721637e-46 2.522370962e-02 6.953212654e-310 6.953235876e-310
+32 7.620000000e+02 7.691370040e+02 2.692658086e-46 3.570696219e-27 2.481543188e-46 2.265574478e-02 6.953212654e-310 6.953235876e-310
+33 7.640000000e+02 7.711243290e+02 2.829456166e-46 7.583025898e-28 2.607781856e-46 2.035751101e-02 6.953212654e-310 6.953235876e-310
+34 7.660000000e+02 7.731080740e+02 2.986914743e-46 7.496376382e-28 2.753033135e-46 1.829088893e-02 6.953212654e-310 6.953235876e-310
+35 7.680000000e+02 7.750874980e+02 3.170213395e-46 1.549937406e-28 2.922053848e-46 1.643158887e-02 6.953212654e-310 6.953235876e-310
+36 7.700000000e+02 7.770616370e+02 3.386326434e-46 7.225889362e-28 3.121246699e-46 1.475838031e-02 6.953212654e-310 6.953235876e-310
+37 7.720000000e+02 7.790292220e+02 3.644822490e-46 8.652196515e-27 3.359392591e-46 1.335859100e-02 6.953212654e-310 6.953235876e-310
+38 7.740000000e+02 7.809885440e+02 3.959101652e-46 7.023670280e-28 3.648783124e-46 1.202831771e-02 6.953212654e-310 6.953235876e-310
+39 7.760000000e+02 7.829372610e+02 4.348347012e-46 2.887244461e-28 4.007006097e-46 1.092443538e-02 6.953212654e-310 6.953235876e-310
+40 7.780000000e+02 7.848720870e+02 4.840661841e-46 7.412423617e-27 4.459813684e-46 9.960916714e-03 6.953212654e-310 6.953235876e-310
+41 7.800000000e+02 7.867882950e+02 5.478165442e-46 1.195043209e-26 5.045777313e-46 9.175048574e-03 6.953212654e-310 6.953235876e-310
+42 7.820000000e+02 7.886789050e+02 6.325224073e-46 7.505722856e-28 5.823797123e-46 8.480112773e-03 6.953212654e-310 6.953235876e-310
+43 7.840000000e+02 7.905333400e+02 7.481125145e-46 7.893976357e-28 6.884642839e-46 7.774652280e-03 6.953212654e-310 6.953235876e-310
+44 7.860000000e+02 7.923351900e+02 9.096406638e-46 1.333331703e-26 8.365760021e-46 6.609284224e-03 6.953212654e-310 6.953235876e-310
+45 7.880000000e+02 7.940587480e+02 1.138033878e-45 1.663002843e-26 1.045782081e-45 5.000146283e-03 6.953212654e-310 6.953235876e-310
+46 7.900000000e+02 7.956645700e+02 1.454602423e-45 2.136111850e-26 1.335399837e-45 3.782142676e-03 6.953212654e-310 6.953235876e-310
+47 7.920000000e+02 7.970974160e+02 1.856658026e-45 2.756406990e-26 1.702667363e-45 5.759808776e-03 6.953212654e-310 6.953235876e-310
+48 7.940000000e+02 7.982964080e+02 2.273964215e-45 2.718776248e-29 2.083081195e-45 9.870175674e-03 6.953212654e-310 6.953235876e-310
+49 7.960000000e+02 7.992252210e+02 2.578779896e-45 1.459735053e-29 2.359992392e-45 1.294236645e-02 6.953212654e-310 6.953235876e-310
+50 7.980000000e+02 7.998991880e+02 2.702640142e-45 2.927677399e-30 2.471397973e-45 1.450666623e-02 6.953212654e-310 6.953235876e-310
+51 8.000000000e+02 8.003730790e+02 2.687618423e-45 1.611556277e-31 2.456214603e-45 1.579332445e-02 6.953212654e-310 6.953235876e-310
+52 8.020000000e+02 8.007070480e+02 2.607092547e-45 6.799781935e-30 2.381597175e-45 1.651516813e-02 6.953212654e-310 6.953235876e-310
+53 8.040000000e+02 8.009475830e+02 2.508806503e-45 3.859961912e-26 2.291087831e-45 1.689424669e-02 6.953212654e-310 6.953235876e-310
+54 8.060000000e+02 8.011258330e+02 2.413905560e-45 4.642413009e-29 2.203900624e-45 1.707130256e-02 6.953212654e-310 6.953235876e-310
+55 8.080000000e+02 8.012617490e+02 2.329376590e-45 8.545413174e-29 2.126339425e-45 1.713078821e-02 6.953212654e-310 6.953235876e-310
+56 8.100000000e+02 8.013681070e+02 2.256315411e-45 1.298298237e-28 2.059353206e-45 1.712292794e-02 6.953212654e-310 6.953235876e-310
+57 8.120000000e+02 8.014532460e+02 2.193750078e-45 1.773968957e-28 2.002020993e-45 1.707716575e-02 6.953212654e-310 6.953235876e-310
+58 8.140000000e+02 8.015227460e+02 2.140174719e-45 2.854299065e-27 1.952946137e-45 1.701124014e-02 6.953212654e-310 6.953235876e-310
+59 8.160000000e+02 8.015804460e+02 2.094106255e-45 5.510992477e-28 1.910760261e-45 1.693539048e-02 6.953212654e-310 6.953235876e-310
+60 8.180000000e+02 8.016290500e+02 2.054255297e-45 4.399850130e-28 1.874276546e-45 1.685605307e-02 6.953212654e-310 6.953235876e-310
+61 8.200000000e+02 8.016705130e+02 2.019553386e-45 3.336137983e-28 1.842512903e-45 1.677690979e-02 6.953212654e-310 6.953235876e-310
+62 8.220000000e+02 8.017062750e+02 1.989132119e-45 2.661738989e-28 1.814671870e-45 1.670070032e-02 6.953212654e-310 6.953235876e-310
+63 8.240000000e+02 8.017374190e+02 1.962289703e-45 3.883125100e-26 1.790109412e-45 1.662838804e-02 6.953212654e-310 6.953235876e-310
+64 8.260000000e+02 8.017647750e+02 1.938459198e-45 1.245714922e-28 1.768305507e-45 1.655913422e-02 6.953212654e-310 6.953235876e-310
+65 8.280000000e+02 8.017889860e+02 1.917180535e-45 7.899614564e-29 1.748838331e-45 1.649452686e-02 6.953212654e-310 6.953235876e-310
+66 8.300000000e+02 8.018105590e+02 1.898078682e-45 3.491596130e-28 1.731364132e-45 1.643445868e-02 6.953212654e-310 6.953235876e-310
+67 8.320000000e+02 8.018298990e+02 1.880845711e-45 1.885762569e-29 1.715600741e-45 1.637923700e-02 6.953212654e-310 6.953235876e-310
+68 8.340000000e+02 8.018473330e+02 1.865227420e-45 4.431811457e-30 1.701315280e-45 1.632857631e-02 6.953212654e-310 6.953235876e-310
+69 8.360000000e+02 8.018631250e+02 1.851012363e-45 1.195714807e-31 1.688314065e-45 1.628199160e-02 6.953212654e-310 6.953235876e-310
+70 8.380000000e+02 8.018774970e+02 1.838023266e-45 7.507477525e-28 1.676434744e-45 1.623926885e-02 6.953212654e-310 6.953235876e-310
+71 8.400000000e+02 8.018906310e+02 1.826111034e-45 8.707762371e-28 1.665540795e-45 1.620015300e-02 6.953212654e-310 6.953235876e-310
+72 8.420000000e+02 8.019026770e+02 1.815149362e-45 1.013902821e-27 1.655516577e-45 1.616439206e-02 6.953212654e-310 6.953235876e-310
+73 8.440000000e+02 8.019137660e+02 1.805030622e-45 1.165312319e-27 1.646263557e-45 1.613173170e-02 6.953212654e-310 6.953235876e-310
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Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SD-n-Zoom.pdf
===================================================================
Binary files branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SD-n-Zoom.pdf (revision 0) and branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SD-n-Zoom.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronA_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronA_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronA_Zoom.txt (revision 1053)
@@ -0,0 +1,102 @@
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+31 9.000000000e+02 6.722720400e+02 0.000000000e+00 2.153338263e-43 1.561118552e-43 1.823005776e-01 1.744048038e-01 1.851524987e-01
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronA_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SD-p-Zoom.pdf
===================================================================
Binary files branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SD-p-Zoom.pdf (revision 0) and branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SD-p-Zoom.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronS_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronS_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronS_Zoom.txt (revision 1053)
@@ -0,0 +1,102 @@
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+24 8.860000000e+02 6.719181100e+02 1.467087705e-46 1.511992394e-45 1.380530956e-45 1.702387314e-01 1.628767406e-01 1.728032168e-01
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+26 8.900000000e+02 6.720234690e+02 1.414080277e-46 1.458105844e-45 1.331354402e-45 1.735870688e-01 1.660793493e-01 1.762297647e-01
+27 8.920000000e+02 6.720748360e+02 1.388570962e-46 1.432595838e-45 1.307684516e-45 1.752722643e-01 1.676912790e-01 1.779545985e-01
+28 8.940000000e+02 6.721253560e+02 1.363688954e-46 1.407264521e-45 1.284601292e-45 1.769908324e-01 1.693332816e-01 1.797144208e-01
+29 8.960000000e+02 6.721750510e+02 1.339439913e-46 1.382827383e-45 1.262086362e-45 1.786969906e-01 1.709651389e-01 1.814611737e-01
+30 8.980000000e+02 6.722239390e+02 1.315778966e-46 1.358737919e-45 1.240122086e-45 1.804584949e-01 1.726477846e-01 1.832650757e-01
+31 9.000000000e+02 6.722720400e+02 1.292701487e-46 1.335321505e-45 1.218691466e-45 1.823005776e-01 1.744048038e-01 1.851524987e-01
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/NeutronS_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/myplot_Zoom.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/myplot_Zoom.py (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/myplot_Zoom.py (revision 1053)
@@ -0,0 +1,336 @@
+#!/usr/bin/env python
+
+# import the libraries etc.
+from scipy.interpolate import interp1d
+import numpy as np
+from scipy.interpolate import griddata
+import matplotlib.pyplot as plt
+import numpy.ma as ma
+from numpy.random import uniform, seed
+
+# Changes the font
+from matplotlib import rcParams
+#rcParams['mathtext.fontset'] = 'stixsans'
+
+# Avoids problems with cut off labels
+#rcParams.update({'figure.autolayout': True})
+
+# define fancy colors
+myred='#DA0002'
+myblue ='#006DDC'
+myorange ='#FF8000'
+mygreen ='#01A801'
+
+###################################################### PROTON SPIN INDEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('ProtonS_Zoom.txt')
+data2 = np.loadtxt('ProtonS_ZoomMOSetting.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaTree2 = data2[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # mu
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,900,1000)
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+line5 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line6 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+
+ax1.fill_between(xtest, 1E-45, 2E-43, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-45, 2E-43, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-45, 2E-43, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.45, 0.88, 1., .102), frameon=False, ncol=2)
+
+# Label the axes
+ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_p$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+ax1.set_xlim(700.,900.)
+ax1.set_ylim(1E-45,2E-43)
+ax3.set_ylim(1E-2,2E0)
+
+#design second x axis
+new_tick_locations = np.array([700., 750., 800., 850., 900.])
+fit = np.polyfit(x1,x2,50)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1),round(fit_fn(850.),1),round(fit_fn(900.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SI-p-Zoom.pdf', bbox_inches='tight')
+
+
+###################################################### PROTON SPIN DEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('ProtonA_Zoom.txt')
+data2 = np.loadtxt('ProtonA_ZoomMOSetting.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaTree2 = data2[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M2
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,900,1000)
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+line5 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line6 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+
+ax1.fill_between(xtest, 1E-44, 2E-40, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-44, 2E-40, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-44, 2E-40, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.45, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_p$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+ax1.set_xlim(700.,900.)
+ax1.set_ylim(1E-44,2E-40)
+ax3.set_ylim(1E-2,2E0)
+
+#design second x axis
+new_tick_locations = np.array([700., 750., 800., 850., 900.])
+fit = np.polyfit(x1,x2,50)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1),round(fit_fn(850.),1),round(fit_fn(900.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SD-p-Zoom.pdf', bbox_inches='tight')
+
+###################################################### NEUTRON SPIN INDEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('NeutronS_Zoom.txt')
+data2 = np.loadtxt('NeutronS_ZoomMOSetting.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaTree2 = data2[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M2
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,900,1000)
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+line5 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line6 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+
+ax1.fill_between(xtest, 1E-45, 2E-43, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-45, 2E-43, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-45, 2E-43, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.45, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_n$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+
+# set x/y limits
+ax1.set_xlim(700.,900.)
+ax1.set_ylim(1E-45,2E-43)
+ax3.set_ylim(1E-2,2E0)
+
+#design second x axis
+new_tick_locations = np.array([700., 750., 800., 850., 900.])
+fit = np.polyfit(x1,x2,50)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1),round(fit_fn(850.),1),round(fit_fn(900.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SI-n-Zoom.pdf', bbox_inches='tight')
+
+###################################################### NEUTRON SPIN DEPENDENT #####################################################
+
+# read the data
+data = np.loadtxt('NeutronA_Zoom.txt')
+data2 = np.loadtxt('NeutronA_ZoomMOSetting.txt')
+
+SigmaMO = data2[:,3]
+SigmaTree = data[:,5]
+SigmaTree2 = data2[:,5]
+SigmaNLO = data[:,4]
+OmegaMO = data[:,6]
+OmegaTree = data[:,7]
+OmegaNLO = data[:,8]
+
+x1= data[:,1] # M2
+x2= data[:,2] # M_Neut
+
+xtest = np.linspace(700,900,1000)
+
+#### DD Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+ax1.set_yscale('log')
+ax2 = ax1.twiny()
+ax3 = ax1.twinx()
+ax3.set_yscale('log')
+
+FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
+FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
+FitfunctionNLO = interp1d(x1, OmegaNLO, 'cubic')
+
+line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
+line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
+line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
+line4 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
+line5 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega^{\mathrm{Tree}} h^2$', color='black', linestyle='--')
+line6 = ax3.plot(x1, OmegaNLO, linewidth=1.0, label=r'$\Omega^{\mathrm{NLO}} h^2$', color=myblue, linestyle='--')
+
+ax1.fill_between(xtest, 1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor='black', linewidth=0.0)
+ax1.fill_between(xtest, 1E-44,2E-40, where = np.logical_and(0.1177 < FitfunctionNLO(xtest), FitfunctionNLO(xtest) < 0.1221), facecolor=myblue, linewidth=0.0)
+
+# added these two lines
+lines = line1 + line2 + line3 + line4 + line5 + line6
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.45, 0.88, 1., .102), frameon=False, ncol=2)
+
+
+# Label the axes
+ax1.set_xlabel('$\mu$ [GeV]',fontsize=20)
+ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_n$ [cm$^{-2}$]',fontsize=20)
+ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
+ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=12)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+ax1.set_xlim(700.,900.)
+ax1.set_ylim(1E-44,2E-40)
+ax3.set_ylim(1E-2,2E0)
+
+#design second x axis
+new_tick_locations = np.array([700., 750., 800., 850., 900.])
+fit = np.polyfit(x1,x2,50)
+fit_fn = np.poly1d(fit)
+
+labelsarray = round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1),round(fit_fn(850.),1),round(fit_fn(900.),1)
+
+ax2.set_xlim(ax1.get_xlim())
+ax2.set_xticks(new_tick_locations)
+ax2.set_xticklabels(labelsarray)
+ax2.xaxis.set_label_coords(0.5, 1.08)
+
+# and save it to a file
+plt.savefig('SD-n-Zoom.pdf', bbox_inches='tight')
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/myplot_Zoom.py
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SI-n-Zoom.pdf
===================================================================
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Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SI-p-Zoom.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SI-p-Zoom.pdf
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SI-p-Zoom.pdf (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SI-p-Zoom.pdf (revision 1053)
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/SI-p-Zoom.pdf
___________________________________________________________________
Added: svn:mime-type
## -0,0 +1 ##
+application/octet-stream
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonA_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonA_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonA_Zoom.txt (revision 1053)
@@ -0,0 +1,103 @@
+1 7.000000000e+02 6.528134920e+02 0.000000000e+00 1.035986731e-41 9.731264005e-42 5.095903016e-02 4.882779456e-02 5.185627350e-02
+2 7.020000000e+02 6.534513280e+02 0.000000000e+00 9.967456686e-42 9.336035921e-42 4.880057756e-02 4.675593285e-02 4.966958783e-02
+3 7.040000000e+02 6.540670500e+02 0.000000000e+00 9.579483828e-42 8.946213386e-42 4.680652322e-02 4.482499909e-02 4.753180831e-02
+4 7.060000000e+02 6.546613020e+02 0.000000000e+00 9.197133081e-42 8.562954078e-42 4.499585960e-02 4.311166873e-02 4.569442192e-02
+5 7.080000000e+02 6.552347310e+02 0.000000000e+00 8.821460115e-42 8.187281656e-42 4.336429816e-02 4.153545012e-02 4.401872205e-02
+6 7.100000000e+02 6.557879960e+02 0.000000000e+00 8.453386614e-42 7.820081535e-42 4.182469743e-02 4.005695763e-02 4.247417767e-02
+7 7.120000000e+02 6.563217550e+02 0.000000000e+00 8.093704176e-42 7.462105456e-42 4.045192123e-02 3.874002002e-02 4.104331145e-02
+8 7.140000000e+02 6.568366650e+02 0.000000000e+00 7.743083133e-42 7.113980951e-42 3.898274725e-02 3.733513237e-02 3.957232185e-02
+9 7.160000000e+02 6.573333780e+02 0.000000000e+00 7.402069456e-42 6.776209266e-42 3.747875581e-02 3.589199397e-02 3.804866249e-02
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+11 7.200000000e+02 6.582747910e+02 0.000000000e+00 6.750505122e-42 6.133179948e-42 3.486808105e-02 3.339112512e-02 3.541390888e-02
+12 7.220000000e+02 6.587207530e+02 0.000000000e+00 6.440520653e-42 5.828394593e-42 3.370004674e-02 3.227155822e-02 3.423293606e-02
+13 7.240000000e+02 6.591510400e+02 0.000000000e+00 6.141294996e-42 5.534926701e-42 3.256058817e-02 3.117885165e-02 3.307322122e-02
+14 7.260000000e+02 6.595662510e+02 0.000000000e+00 5.852899450e-42 5.252801485e-42 3.151298061e-02 3.017469375e-02 3.200701185e-02
+15 7.280000000e+02 6.599669700e+02 0.000000000e+00 5.575333602e-42 4.981973660e-42 3.056071066e-02 2.926193456e-02 3.103788631e-02
+16 7.300000000e+02 6.603537640e+02 0.000000000e+00 5.308538439e-42 4.722340627e-42 2.970026914e-02 2.843910760e-02 3.016238500e-02
+17 7.320000000e+02 6.607271820e+02 0.000000000e+00 5.052400850e-42 4.473747308e-42 2.892715222e-02 2.769598745e-02 2.937597072e-02
+18 7.340000000e+02 6.610877580e+02 0.000000000e+00 4.806762401e-42 4.235995191e-42 2.823685303e-02 2.703424254e-02 2.867396003e-02
+19 7.360000000e+02 6.614360060e+02 0.000000000e+00 4.571428515e-42 4.008851351e-42 2.762474056e-02 2.644750316e-02 2.805172985e-02
+20 7.380000000e+02 6.617724250e+02 0.000000000e+00 4.346170109e-42 3.792050578e-42 2.708827117e-02 2.593310046e-02 2.750631737e-02
+21 7.400000000e+02 6.620974910e+02 0.000000000e+00 4.130734338e-42 3.585305826e-42 2.662484884e-02 2.548861895e-02 2.703541387e-02
+22 7.420000000e+02 6.624116680e+02 0.000000000e+00 3.924847951e-42 3.388311711e-42 2.623202674e-02 2.511174171e-02 2.663641327e-02
+23 7.440000000e+02 6.627153980e+02 0.000000000e+00 3.728220972e-42 3.200748284e-42 2.590894274e-02 2.480158176e-02 2.630841186e-02
+24 7.460000000e+02 6.630091060e+02 0.000000000e+00 3.540552188e-42 3.022286409e-42 2.565726040e-02 2.455973260e-02 2.605304748e-02
+25 7.480000000e+02 6.632932020e+02 0.000000000e+00 3.361533807e-42 2.852592224e-42 2.547637584e-02 2.438559272e-02 2.586968549e-02
+26 7.500000000e+02 6.635680770e+02 0.000000000e+00 3.190851780e-42 2.691327749e-42 2.537000472e-02 2.428268869e-02 2.576215126e-02
+27 7.520000000e+02 6.638341070e+02 0.000000000e+00 3.028191318e-42 2.538156016e-42 2.534117377e-02 2.425393249e-02 2.573350246e-02
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+29 7.560000000e+02 6.643410540e+02 0.000000000e+00 2.725680702e-42 2.254756506e-42 2.554470144e-02 2.444597384e-02 2.594172333e-02
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+9 8.560000000e+02 6.709970440e+02 0.000000000e+00 1.250829247e-43 3.034468526e-44 1.463185801e-01 1.400015424e-01 1.483491826e-01
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+25 8.880000000e+02 6.719712350e+02 0.000000000e+00 2.327779816e-44 9.567253726e-46 1.719087727e-01 1.644740721e-01 1.745121611e-01
+26 8.900000000e+02 6.720234690e+02 0.000000000e+00 2.010435866e-44 1.757577659e-45 1.735870688e-01 1.660793493e-01 1.762297647e-01
+27 8.920000000e+02 6.720748360e+02 0.000000000e+00 1.721083151e-44 2.780558204e-45 1.752722643e-01 1.676912790e-01 1.779545985e-01
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+29 8.960000000e+02 6.721750510e+02 0.000000000e+00 1.221396415e-44 5.447658251e-45 1.786969906e-01 1.709651389e-01 1.814611737e-01
+30 8.980000000e+02 6.722239390e+02 0.000000000e+00 1.008723250e-44 7.070506808e-45 1.804584949e-01 1.726477846e-01 1.832650757e-01
+31 9.000000000e+02 6.722720400e+02 0.000000000e+00 8.193584178e-45 8.872886011e-45 1.823005776e-01 1.744048038e-01 1.851524987e-01
+
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonA_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonS_Zoom.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonS_Zoom.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonS_Zoom.txt (revision 1053)
@@ -0,0 +1,102 @@
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+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/ZoomScen3/ProtonS_Zoom.txt
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/myplot.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/myplot.py (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/myplot.py (revision 1053)
@@ -0,0 +1,84 @@
+#!/usr/bin/env python
+
+# import the libraries etc.
+import numpy as np
+from scipy.interpolate import griddata
+import matplotlib.pyplot as plt
+import numpy.ma as ma
+from numpy.random import uniform, seed
+
+# Changes the font
+from matplotlib import rcParams
+#rcParams['mathtext.fontset'] = 'stixsans'
+
+# Avoids problems with cut off labels
+rcParams.update({'figure.autolayout': True})
+
+# define fancy colors
+myred='#DA0002'
+myblue ='#006DDC'
+myorange ='#FF8000'
+mygreen ='#01A801'
+
+# read the data
+data = np.loadtxt('results.txt')
+
+C1 = data[:,2]
+C2 = data[:,3]
+C00 = data[:,5]
+C11 = data[:,6]
+C12 = data[:,7]
+C22 = data[:,8]
+
+finalCa = 3.3778579706631210E-007
+finalC00 = -8.4426155583169904E-003
+finalCaa = -2.5925047547255309E-007
+finalC1 = finalCa/2
+finalC2 = finalCa/2
+finalC11 = finalCaa/4
+finalC12 = finalCaa/4
+finalC22 = finalCaa/4
+
+C1ratio = C1/finalC1 - 1
+C2ratio = C2/finalC2 - 1
+C11ratio = C11/finalC11 - 1
+C12ratio = C12/finalC12 - 1
+C22ratio = C22/finalC22 - 1
+C1C2ratio = (C1 + C2)/finalCa - 1
+C11C12C22ratio = (C11 + 2*C12 + C22)/finalCaa - 1
+C00ratio = C00/finalC00 - 1
+
+x1= data[:,1] # Mandelstam t
+
+
+#### Caa Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+
+line1 = ax1.plot(x1, C11C12C22ratio, linewidth=1.0, label=r'$C_{11} + 2C_{12} + C_{22}(p_b, p_2, m_{\tilde{g}}^2,m_{\tilde{t}_1}^2,m_{\tilde{t}_2}^2)$', color=myred, linestyle='-')
+
+ax1.plot(x1, 0 + x1*0, color='black',linestyle='-')
+
+# added these three lines
+lines = line1
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.15, 0.78, 1., .102), frameon=False, ncol=1)
+
+# Label the axes
+ax1.set_xlabel('$t$ [GeV^2]',fontsize=20)
+ax1.set_ylabel(r'Tensor coefficient/final value - 1',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=15)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+plt.xlim(-0.1,0)
+plt.ylim(-1,1)
+
+plt.savefig('Caa.pdf')
+
+
+
+
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/myplot.py
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/Caa.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/Caa.pdf
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/Caa.pdf (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/Caa.pdf (revision 1053)
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/Caa.pdf
___________________________________________________________________
Added: svn:mime-type
## -0,0 +1 ##
+application/octet-stream
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/results.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/results.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetTop/results.txt (revision 1053)
@@ -0,0 +1,10001 @@
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Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/C00.pdf
===================================================================
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Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/Ca.pdf
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+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/Ca.pdf (revision 1053)
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Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/myplot.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/myplot.py (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/myplot.py (revision 1053)
@@ -0,0 +1,144 @@
+#!/usr/bin/env python
+
+# import the libraries etc.
+import numpy as np
+from scipy.interpolate import griddata
+import matplotlib.pyplot as plt
+import numpy.ma as ma
+from numpy.random import uniform, seed
+
+# Changes the font
+from matplotlib import rcParams
+#rcParams['mathtext.fontset'] = 'stixsans'
+
+# Avoids problems with cut off labels
+rcParams.update({'figure.autolayout': True})
+
+# define fancy colors
+myred='#DA0002'
+myblue ='#006DDC'
+myorange ='#FF8000'
+mygreen ='#01A801'
+
+# read the data
+data = np.loadtxt('results.txt')
+
+C1 = data[:,2]
+C2 = data[:,3]
+C00 = data[:,5]
+C11 = data[:,6]
+C12 = data[:,7]
+C22 = data[:,8]
+
+finalCa = 2.8971078290735688E-007
+finalC00 = -4.0484481970797043E-002
+finalCaa = -2.0179369159284202E-007
+finalC1 = finalCa/2
+finalC2 = finalCa/2
+finalC11 = finalCaa/4
+finalC12 = finalCaa/4
+finalC22 = finalCaa/4
+
+C1ratio = C1/finalC1 - 1
+C2ratio = C2/finalC2 - 1
+C11ratio = C11/finalC11 - 1
+C12ratio = C12/finalC12 - 1
+C22ratio = C22/finalC22 - 1
+C1C2ratio = (C1 + C2)/finalCa - 1
+C11C12C22ratio = (C11 + 2*C12 + C22)/finalCaa - 1
+C00ratio = C00/finalC00 - 1
+
+x1= data[:,1] # Mandelstam t
+
+#### C1/C2 Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+
+line1 = ax1.plot(x1, C1ratio, linewidth=1.0, label=r'$C_1(p_b, p_2, m_{\tilde{g}}^2,m_{\tilde{b}_1}^2,m_{\tilde{b}_2}^2)$', color=myred, linestyle='-')
+line2 = ax1.plot(x1, C2ratio, linewidth=1.0, label=r'$C_2(p_b, p_2, m_{\tilde{g}}^2,m_{\tilde{b}_1}^2,m_{\tilde{b}_2}^2)$', color=myblue, linestyle='-')
+
+ax1.plot(x1, 0 + x1*0, color='black',linestyle='-')
+
+# added these three lines
+lines = line1 + line2
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.15, 0.78, 1., .102), frameon=False, ncol=1)
+
+# Label the axes
+ax1.set_xlabel('$t$ [GeV^2]',fontsize=20)
+ax1.set_ylabel(r'Tensor coefficient/final value - 1',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=15)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+plt.xlim(-0.1,0)
+plt.ylim(-1,1)
+
+# and save it to a file
+plt.savefig('C1-C2.pdf')
+
+#### Ca Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+
+line1 = ax1.plot(x1, C1C2ratio, linewidth=1.0, label=r'$C_1 + C_2(p_b, p_2, m_{\tilde{g}}^2,m_{\tilde{b}_1}^2,m_{\tilde{b}_2}^2)$', color=myred, linestyle='-')
+
+ax1.plot(x1, 0 + x1*0, color='black',linestyle='-')
+
+# added these three lines
+lines = line1
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.15, 0.78, 1., .102), frameon=False, ncol=1)
+
+# Label the axes
+ax1.set_xlabel('$t$ [GeV^2]',fontsize=20)
+ax1.set_ylabel(r'Tensor coefficient/final value - 1',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=15)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+plt.xlim(-0.1,0)
+plt.ylim(-1,1)
+
+# and save it to a file
+plt.savefig('Ca.pdf')
+
+#### C00 Plot
+
+fig = plt.figure()
+ax1 = fig.add_subplot(111)
+
+line1 = ax1.plot(x1, C00ratio, linewidth=1.0, label=r'$C_{00}(p_b, p_2, m_{\tilde{g}}^2,m_{\tilde{b}_1}^2,m_{\tilde{b}_2}^2)$', color=myred, linestyle='-')
+
+ax1.plot(x1, 0 + x1*0, color='black',linestyle='-')
+
+# added these three lines
+lines = line1
+labs = [l.get_label() for l in lines]
+ax1.legend(lines, labs, bbox_to_anchor=(-0.15, 0.78, 1., .102), frameon=False, ncol=1)
+
+# Label the axes
+ax1.set_xlabel('$t$ [GeV^2]',fontsize=20)
+ax1.set_ylabel(r'Tensor coefficient/final value - 1',fontsize=20)
+
+plt.tick_params(axis='both', which='major', labelsize=15)
+plt.tick_params(axis='both', which='minor', labelsize=10)
+
+# set x/y limits
+plt.xlim(-0.1,0)
+plt.ylim(-1,1)
+
+# and save it to a file
+plt.savefig('C00.pdf')
+
+
+
+
+
+
+
+
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/myplot.py
___________________________________________________________________
Added: svn:executable
## -0,0 +1 ##
+*
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/C1-C2.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/C1-C2.pdf
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/C1-C2.pdf (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/C1-C2.pdf (revision 1053)
Property changes on: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/C1-C2.pdf
___________________________________________________________________
Added: svn:mime-type
## -0,0 +1 ##
+application/octet-stream
\ No newline at end of property
Index: branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/results.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/results.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/GramDetBottom/results.txt (revision 1053)
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Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronA_MOSettingNewScheme.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronA_MOSettingNewScheme.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronA_MOSettingNewScheme.txt (revision 1053)
@@ -1,91 +0,0 @@
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-84 9.300000000e+02 8.020815140e+02 1.230693815e-42 5.638940865e-16 1.159411607e-42 1.582976984e-02 6.953214370e-310 6.953224149e-310
-85 9.400000000e+02 8.020880250e+02 1.225932025e-42 4.875605974e-16 1.154925614e-42 1.583230503e-02 6.953214370e-310 6.953224149e-310
-86 9.500000000e+02 8.020936550e+02 1.221777345e-42 1.938525854e-17 1.151011571e-42 1.583548949e-02 6.953214370e-310 6.953224149e-310
-87 9.600000000e+02 8.020985580e+02 1.218120428e-42 7.235130645e-18 1.147566460e-42 1.583895357e-02 6.953214370e-310 6.953224149e-310
-88 9.700000000e+02 8.021028540e+02 1.214876628e-42 3.606532513e-16 1.144510537e-42 1.584247963e-02 6.953214370e-310 6.953224149e-310
-89 9.800000000e+02 8.021066360e+02 1.211979551e-42 2.168980030e-17 1.141781255e-42 1.584592222e-02 6.953214370e-310 6.953224149e-310
-90 9.900000000e+02 8.021099790e+02 1.209376123e-42 4.059127063e-17 1.139328614e-42 1.584921279e-02 6.953214370e-310 6.953224149e-310
-91 1.000000000e+03 8.021129410e+02 1.207023624e-42 1.450710046e-16 1.137112371e-42 1.585230645e-02 6.953214370e-310 6.953224149e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronS_MOSettingNewScheme.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronS_MOSettingNewScheme.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronS_MOSettingNewScheme.txt (revision 1053)
@@ -1,91 +0,0 @@
-1 1.000000000e+02 1.007939220e+02 2.157399331e-47 8.890338355e-27 2.106301000e-47 4.192920578e+02 6.953214370e-310 6.953224149e-310
-2 1.100000000e+02 1.109105210e+02 2.281099832e-47 7.229065067e-27 2.226223808e-47 3.771007443e+02 6.953214370e-310 6.953224149e-310
-3 1.200000000e+02 1.210269690e+02 2.408811989e-47 5.932561865e-27 2.350018065e-47 3.398361728e+02 6.953214370e-310 6.953224149e-310
-4 1.300000000e+02 1.311432580e+02 2.540750257e-47 4.918230934e-27 2.477892117e-47 2.822703082e+02 6.953214370e-310 6.953224149e-310
-5 1.400000000e+02 1.412593760e+02 2.677116062e-47 4.130167498e-27 2.610041512e-47 2.582946986e+02 6.953214370e-310 6.953224149e-310
-6 1.500000000e+02 1.513753130e+02 2.818105490e-47 3.470616548e-27 2.746656509e-47 2.394807946e+02 6.953214370e-310 6.953224149e-310
-7 1.600000000e+02 1.614910570e+02 2.963913816e-47 2.940045282e-27 2.887926507e-47 2.052136018e+02 6.953214370e-310 6.953224149e-310
-8 1.700000000e+02 1.716065980e+02 3.114739142e-47 4.597929731e-29 3.034043595e-47 1.190104462e+02 6.953214370e-310 6.953224149e-310
-9 1.800000000e+02 1.817219250e+02 3.270761350e-47 6.531726155e-29 3.185204642e-47 6.515092860e+01 6.953214370e-310 6.953224149e-310
-10 1.900000000e+02 1.918370260e+02 3.432219808e-47 1.748826752e-27 3.341613698e-47 5.369037703e+01 6.953214370e-310 6.953224149e-310
-11 2.000000000e+02 2.019518900e+02 3.599334551e-47 1.146671302e-28 3.503482646e-47 4.780162830e+01 6.953214370e-310 6.953224149e-310
-12 2.100000000e+02 2.120665040e+02 3.772332012e-47 1.434888690e-28 3.671033521e-47 4.394298740e+01 6.953214370e-310 6.953224149e-310
-13 2.200000000e+02 2.221808560e+02 3.951450845e-47 1.822698432e-28 3.844498958e-47 4.112446139e+01 6.953214370e-310 6.953224149e-310
-14 2.300000000e+02 2.322949340e+02 4.136942697e-47 2.202161667e-28 4.024123513e-47 3.892379366e+01 6.953214370e-310 6.953224149e-310
-15 2.400000000e+02 2.424087260e+02 4.329073508e-47 8.135269365e-27 4.210165236e-47 3.712736339e+01 6.953214370e-310 6.953224149e-310
-16 2.500000000e+02 2.525222180e+02 4.528123990e-47 7.240838817e-27 4.402896319e-47 3.561351198e+01 6.953214370e-310 6.953224149e-310
-17 2.600000000e+02 2.626353970e+02 4.734390777e-47 6.464159337e-27 4.602604295e-47 3.430691007e+01 6.953214370e-310 6.953224149e-310
-18 2.700000000e+02 2.727482500e+02 4.948212613e-47 5.770218984e-27 4.809618256e-47 3.315801099e+01 6.953214370e-310 6.953224149e-310
-19 2.800000000e+02 2.828607620e+02 5.169861867e-47 1.179434744e-27 5.024200206e-47 3.213280588e+01 6.953214370e-310 6.953224149e-310
-20 2.900000000e+02 2.929729190e+02 5.399736873e-47 9.741932212e-28 5.246737677e-47 3.120731266e+01 6.953214370e-310 6.953224149e-310
-21 3.000000000e+02 3.030847060e+02 5.638204413e-47 7.889760290e-28 5.477585871e-47 3.036395951e+01 6.953214370e-310 6.953224149e-310
-22 3.100000000e+02 3.131961090e+02 5.885662163e-47 6.252002086e-28 5.717130189e-47 2.958932483e+01 6.953214370e-310 6.953224149e-310
-23 3.200000000e+02 3.233071110e+02 6.142532447e-47 4.817364410e-28 5.965779977e-47 2.887324539e+01 6.953214370e-310 6.953224149e-310
-24 3.300000000e+02 3.334176950e+02 6.409266335e-47 3.520584461e-28 6.223972476e-47 2.820766629e+01 6.953214370e-310 6.953224149e-310
-25 3.400000000e+02 3.435278470e+02 6.686344792e-47 4.276060596e-27 6.492173948e-47 2.758603941e+01 6.953214370e-310 6.953224149e-310
-26 3.500000000e+02 3.536375470e+02 6.974280733e-47 1.611486551e-28 6.770881671e-47 2.700287573e+01 6.953214370e-310 6.953224149e-310
-27 3.600000000e+02 3.637467790e+02 7.273622570e-47 3.311876780e-27 7.060627396e-47 2.645369054e+01 6.953214370e-310 6.953224149e-310
-28 3.700000000e+02 3.738555230e+02 7.584956490e-47 2.880529735e-27 7.361979552e-47 2.593463100e+01 6.953214370e-310 6.953224149e-310
-29 3.800000000e+02 3.839637610e+02 7.908910870e-47 5.177128413e-29 7.675547569e-47 2.544223094e+01 6.953214370e-310 6.953224149e-310
-30 3.900000000e+02 3.940714720e+02 8.246159896e-47 7.289315018e-28 8.001985359e-47 2.497352874e+01 6.953214370e-310 6.953224149e-310
-31 4.000000000e+02 4.041786360e+02 8.597427020e-47 9.694505706e-28 8.341994745e-47 2.452573527e+01 6.953214370e-310 6.953224149e-310
-32 4.100000000e+02 4.142852300e+02 8.963491960e-47 1.245325629e-27 8.696332203e-47 2.409634867e+01 6.953214370e-310 6.953224149e-310
-33 4.200000000e+02 4.243912330e+02 9.345194320e-47 5.846404677e-27 9.065812462e-47 2.368296452e+01 6.953214370e-310 6.953224149e-310
-34 4.300000000e+02 4.344966200e+02 9.743441288e-47 5.514143019e-27 9.451315946e-47 2.328329796e+01 6.953214370e-310 6.953224149e-310
-35 4.400000000e+02 4.446013660e+02 1.015921460e-46 5.178181241e-27 9.853795601e-47 2.289518181e+01 6.953214370e-310 6.953224149e-310
-36 4.500000000e+02 4.547054460e+02 1.059357908e-46 1.061944683e-28 1.027428485e-46 2.251639384e+01 6.953214370e-310 6.953224149e-310
-37 4.600000000e+02 4.648088310e+02 1.104769207e-46 1.193753021e-26 1.071390782e-46 2.214485135e+01 6.953214370e-310 6.953224149e-310
-38 4.700000000e+02 4.749114940e+02 1.152281476e-46 1.134188731e-26 1.117388934e-46 2.177830515e+01 6.953214370e-310 6.953224149e-310
-39 4.800000000e+02 4.850134020e+02 1.202032614e-46 6.891605093e-28 1.165556894e-46 2.141453986e+01 6.953214370e-310 6.953224149e-310
-40 4.900000000e+02 4.951145240e+02 1.254173798e-46 3.292631599e-27 1.216041542e-46 2.105117271e+01 6.953214370e-310 6.953224149e-310
-41 5.000000000e+02 5.052148250e+02 1.308871255e-46 3.624253338e-28 1.269004414e-46 2.068540646e+01 6.953214370e-310 6.953224149e-310
-42 5.100000000e+02 5.153142680e+02 1.366308628e-46 4.584888791e-27 1.324624011e-46 2.031427538e+01 6.953214370e-310 6.953224149e-310
-43 5.200000000e+02 5.254128130e+02 1.426689368e-46 1.354778124e-28 1.383098127e-46 1.993551581e+01 6.953214370e-310 6.953224149e-310
-44 5.300000000e+02 5.355104190e+02 1.490240120e-46 3.399694276e-28 1.444647156e-46 1.955125326e+01 6.953214370e-310 6.953224149e-310
-45 5.400000000e+02 5.456070390e+02 1.557214370e-46 4.912047717e-28 1.509517651e-46 1.914615714e+01 6.953214370e-310 6.953224149e-310
-46 5.500000000e+02 5.557026240e+02 1.627897479e-46 1.863097829e-28 1.577987226e-46 1.872097599e+01 6.953214370e-310 6.953224149e-310
-47 5.600000000e+02 5.657971190e+02 1.702612302e-46 8.937467485e-29 1.650370047e-46 1.826481591e+01 6.953214370e-310 6.953224149e-310
-48 5.700000000e+02 5.758904660e+02 1.781726883e-46 2.492951123e-29 1.727024324e-46 1.776103196e+01 6.953214370e-310 6.953224149e-310
-49 5.800000000e+02 5.859825970e+02 1.865663723e-46 3.753307312e-31 1.808361358e-46 1.717466217e+01 6.953214370e-310 6.953224149e-310
-50 5.900000000e+02 5.960734410e+02 1.954912090e-46 3.776673587e-27 1.894857539e-46 1.644748375e+01 6.953214370e-310 6.953224149e-310
-51 6.000000000e+02 6.061629150e+02 2.050043908e-46 9.567302862e-28 1.987069835e-46 1.553642453e+01 6.953214370e-310 6.953224149e-310
-52 6.100000000e+02 6.162509250e+02 2.151734645e-46 6.810311880e-28 2.085656150e-46 1.433046173e+01 6.953214370e-310 6.953224149e-310
-53 6.200000000e+02 6.263373650e+02 2.260791975e-46 2.533355767e-29 2.191403252e-46 1.280318312e+01 6.953214370e-310 6.953224149e-310
-54 6.300000000e+02 6.364221090e+02 2.378194372e-46 3.106218467e-27 2.305264364e-46 1.086622458e+01 6.953214370e-310 6.953224149e-310
-55 6.400000000e+02 6.465050110e+02 2.505145511e-46 2.553831329e-27 2.428412150e-46 8.673531229e+00 6.953214370e-310 6.953224149e-310
-56 6.500000000e+02 6.565858930e+02 2.643151452e-46 2.019983539e-27 2.562313863e-46 6.481235317e+00 6.953214370e-310 6.953224149e-310
-57 6.600000000e+02 6.666645390e+02 2.794134405e-46 1.550181605e-27 2.708842047e-46 4.568296290e+00 6.953214370e-310 6.953224149e-310
-58 6.700000000e+02 6.767406760e+02 2.960602579e-46 4.974135016e-29 2.870439811e-46 3.033547153e+00 6.953214370e-310 6.953224149e-310
-59 6.800000000e+02 6.868139560e+02 3.145913951e-46 1.461991228e-27 3.050377351e-46 1.917556713e+00 6.953214370e-310 6.953224149e-310
-60 6.900000000e+02 6.968839170e+02 3.354700500e-46 2.231367753e-27 3.253164388e-46 1.166457129e+00 6.953214370e-310 6.953224149e-310
-61 7.000000000e+02 7.069499250e+02 3.593577275e-46 9.729958412e-27 3.485239297e-46 6.901412741e-01 6.953214370e-310 6.953224149e-310
-62 7.100000000e+02 7.170110790e+02 3.872391037e-46 4.438916641e-27 3.756182110e-46 4.007210006e-01 6.953214370e-310 6.953224149e-310
-63 7.200000000e+02 7.270660330e+02 4.206548257e-46 1.709725696e-26 4.080975237e-46 2.300651891e-01 6.953214370e-310 6.953224149e-310
-64 7.300000000e+02 7.371126590e+02 4.621688853e-46 1.411850036e-26 4.484540366e-46 1.315085259e-01 6.953214370e-310 6.953224149e-310
-65 7.400000000e+02 7.471473470e+02 5.163966440e-46 1.790558338e-26 5.011713803e-46 7.529154515e-02 6.953214370e-310 6.953224149e-310
-66 7.500000000e+02 7.571633910e+02 5.925545650e-46 2.309536712e-26 5.751977456e-46 4.339256401e-02 6.953214370e-310 6.953224149e-310
-67 7.600000000e+02 7.671466800e+02 7.119047167e-46 1.594325177e-26 6.911634656e-46 2.522370962e-02 6.953214370e-310 6.953224149e-310
-68 7.700000000e+02 7.770616370e+02 9.352501653e-46 3.513811194e-27 9.080243499e-46 1.475838031e-02 6.953214370e-310 6.953224149e-310
-69 7.800000000e+02 7.867882950e+02 1.508222402e-45 5.811268774e-26 1.463740784e-45 9.175048574e-03 6.953214370e-310 6.953224149e-310
-70 7.900000000e+02 7.956645700e+02 3.987238492e-45 1.038750839e-25 3.863720039e-45 3.782142676e-03 6.953214370e-310 6.953224149e-310
-71 8.000000000e+02 8.003730790e+02 7.373300561e-45 7.836122628e-31 7.130953699e-45 1.579332445e-02 6.953214370e-310 6.953224149e-310
-72 8.100000000e+02 8.013681070e+02 6.205580208e-45 6.313378234e-28 5.998550145e-45 1.712292794e-02 6.953214370e-310 6.953224149e-310
-73 8.200000000e+02 8.016705130e+02 5.561064949e-45 1.622298022e-27 5.374739627e-45 1.677690979e-02 6.953214370e-310 6.953224149e-310
-74 8.300000000e+02 8.018105590e+02 5.229958052e-45 1.697899363e-27 5.054392424e-45 1.643445868e-02 6.953214370e-310 6.953224149e-310
-75 8.400000000e+02 8.018906310e+02 5.033674738e-45 4.234419756e-27 4.864518753e-45 1.620015300e-02 6.953214370e-310 6.953224149e-310
-76 8.500000000e+02 8.019422990e+02 4.904786590e-45 2.383805321e-27 4.739850635e-45 1.604992373e-02 6.953214370e-310 6.953224149e-310
-77 8.600000000e+02 8.019783390e+02 4.813944331e-45 5.528941098e-28 4.651987582e-45 1.595583903e-02 6.953214370e-310 6.953224149e-310
-78 8.700000000e+02 8.020048760e+02 4.746565880e-45 3.014076577e-27 4.586820496e-45 1.589814688e-02 6.953214370e-310 6.953224149e-310
-79 8.800000000e+02 8.020252090e+02 4.694639493e-45 2.120381455e-25 4.536599444e-45 1.586369547e-02 6.953214370e-310 6.953224149e-310
-80 8.900000000e+02 8.020412660e+02 4.653414502e-45 1.619739300e-25 4.496729037e-45 1.584406536e-02 6.953214370e-310 6.953224149e-310
-81 9.000000000e+02 8.020542520e+02 4.619901095e-45 1.822281184e-25 4.464317209e-45 1.583378104e-02 6.953214370e-310 6.953224149e-310
-82 9.100000000e+02 8.020649550e+02 4.592125508e-45 2.626472560e-25 4.437454817e-45 1.582931961e-02 6.953214370e-310 6.953224149e-310
-83 9.200000000e+02 8.020739160e+02 4.568733438e-45 1.877724757e-25 4.414831947e-45 1.582846873e-02 6.953214370e-310 6.953224149e-310
-84 9.300000000e+02 8.020815140e+02 4.548765058e-45 1.652014733e-25 4.395520251e-45 1.582976984e-02 6.953214370e-310 6.953224149e-310
-85 9.400000000e+02 8.020880250e+02 4.531521283e-45 1.448934623e-25 4.378843591e-45 1.583230503e-02 6.953214370e-310 6.953224149e-310
-86 9.500000000e+02 8.020936550e+02 4.516481086e-45 3.391599551e-27 4.364298049e-45 1.583548949e-02 6.953214370e-310 6.953224149e-310
-87 9.600000000e+02 8.020985580e+02 4.503248307e-45 9.961335315e-28 4.351500478e-45 1.583895357e-02 6.953214370e-310 6.953224149e-310
-88 9.700000000e+02 8.021028540e+02 4.491516306e-45 1.074703500e-25 4.340154317e-45 1.584247963e-02 6.953214370e-310 6.953224149e-310
-89 9.800000000e+02 8.021066360e+02 4.481044133e-45 5.461737107e-27 4.330026537e-45 1.584592222e-02 6.953214370e-310 6.953224149e-310
-90 9.900000000e+02 8.021099790e+02 4.471639775e-45 1.012687222e-26 4.320931439e-45 1.584921279e-02 6.953214370e-310 6.953224149e-310
-91 1.000000000e+03 8.021129410e+02 4.463148532e-45 3.244351358e-26 4.312719413e-45 1.585230645e-02 6.953214370e-310 6.953224149e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonA_MOSettingNewScheme.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonA_MOSettingNewScheme.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonA_MOSettingNewScheme.txt (revision 1053)
@@ -1,91 +0,0 @@
-1 1.000000000e+02 1.007939220e+02 4.398381140e-44 3.249019916e-18 4.143381142e-44 4.192920578e+02 6.953214370e-310 6.953224149e-310
-2 1.100000000e+02 1.109105210e+02 4.422516883e-44 3.160868826e-18 4.166117382e-44 3.771007443e+02 6.953214370e-310 6.953224149e-310
-3 1.200000000e+02 1.210269690e+02 4.446899588e-44 3.067957648e-18 4.189086302e-44 3.398361728e+02 6.953214370e-310 6.953224149e-310
-4 1.300000000e+02 1.311432580e+02 4.471829177e-44 2.964359385e-18 4.212570423e-44 2.822703082e+02 6.953214370e-310 6.953224149e-310
-5 1.400000000e+02 1.412593760e+02 4.497530051e-44 2.877215784e-18 4.236781139e-44 2.582946986e+02 6.953214370e-310 6.953224149e-310
-6 1.500000000e+02 1.513753130e+02 4.524176928e-44 2.771308149e-18 4.261883024e-44 2.394807946e+02 6.953214370e-310 6.953224149e-310
-7 1.600000000e+02 1.614910570e+02 4.551911065e-44 2.672215918e-18 4.288009141e-44 2.052136018e+02 6.953214370e-310 6.953224149e-310
-8 1.700000000e+02 1.716065980e+02 4.580850750e-44 1.416488196e-18 4.315270933e-44 1.190104462e+02 6.953214370e-310 6.953224149e-310
-9 1.800000000e+02 1.817219250e+02 4.611098786e-44 1.319874049e-18 4.343765217e-44 6.515092860e+01 6.953214370e-310 6.953224149e-310
-10 1.900000000e+02 1.918370260e+02 4.642747074e-44 2.305050987e-18 4.373578591e-44 5.369037703e+01 6.953214370e-310 6.953224149e-310
-11 2.000000000e+02 2.019518900e+02 4.675880393e-44 1.133656113e-18 4.404790902e-44 4.780162830e+01 6.953214370e-310 6.953224149e-310
-12 2.100000000e+02 2.120665040e+02 4.710578859e-44 1.045344561e-18 4.437477624e-44 4.394298740e+01 6.953214370e-310 6.953224149e-310
-13 2.200000000e+02 2.221808560e+02 4.746919990e-44 9.415404951e-19 4.471711787e-44 4.112446139e+01 6.953214370e-310 6.953224149e-310
-14 2.300000000e+02 2.322949340e+02 4.784980008e-44 8.520388854e-19 4.507565175e-44 3.892379366e+01 6.953214370e-310 6.953224149e-310
-15 2.400000000e+02 2.424087260e+02 4.824835361e-44 3.704843591e-18 4.545109816e-44 3.712736339e+01 6.953214370e-310 6.953224149e-310
-16 2.500000000e+02 2.525222180e+02 4.866563369e-44 3.497743616e-18 4.584418544e-44 3.561351198e+01 6.953214370e-310 6.953224149e-310
-17 2.600000000e+02 2.626353970e+02 4.910243408e-44 3.303615697e-18 4.625566140e-44 3.430691007e+01 6.953214370e-310 6.953224149e-310
-18 2.700000000e+02 2.727482500e+02 4.955957067e-44 3.121186042e-18 4.668629453e-44 3.315801099e+01 6.953214370e-310 6.953224149e-310
-19 2.800000000e+02 2.828607620e+02 5.003789889e-44 1.644157835e-18 4.713689068e-44 3.213280588e+01 6.953214370e-310 6.953224149e-310
-20 2.900000000e+02 2.929729190e+02 5.053830841e-44 1.499049970e-18 4.760828803e-44 3.120731266e+01 6.953214370e-310 6.953224149e-310
-21 3.000000000e+02 3.030847060e+02 5.106173818e-44 1.350132079e-18 4.810137091e-44 3.036395951e+01 6.953214370e-310 6.953224149e-310
-22 3.100000000e+02 3.131961090e+02 5.160918128e-44 1.200122836e-18 4.861707502e-44 2.958932483e+01 6.953214370e-310 6.953224149e-310
-23 3.200000000e+02 3.233071110e+02 5.218167618e-44 1.055659213e-18 4.915637844e-44 2.887324539e+01 6.953214370e-310 6.953224149e-310
-24 3.300000000e+02 3.334176950e+02 5.278033831e-44 9.061282499e-19 4.972033208e-44 2.820766629e+01 6.953214370e-310 6.953224149e-310
-25 3.400000000e+02 3.435278470e+02 5.340635242e-44 2.382190527e-18 5.031005197e-44 2.758603941e+01 6.953214370e-310 6.953224149e-310
-26 3.500000000e+02 3.536375470e+02 5.406098390e-44 6.434382003e-19 5.092673001e-44 2.700287573e+01 6.953214370e-310 6.953224149e-310
-27 3.600000000e+02 3.637467790e+02 5.474558564e-44 1.954101589e-18 5.157164073e-44 2.645369054e+01 6.953214370e-310 6.953224149e-310
-28 3.700000000e+02 3.738555230e+02 5.546160656e-44 1.741380422e-18 5.224614911e-44 2.593463100e+01 6.953214370e-310 6.953224149e-310
-29 3.800000000e+02 3.839637610e+02 5.621060672e-44 1.534659644e-18 5.295172481e-44 2.544223094e+01 6.953214370e-310 6.953224149e-310
-30 3.900000000e+02 3.940714720e+02 5.699426142e-44 3.182327204e-18 5.368994586e-44 2.497352874e+01 6.953214370e-310 6.953224149e-310
-31 4.000000000e+02 4.041786360e+02 5.781437982e-44 3.569095251e-18 5.446251651e-44 2.452573527e+01 6.953214370e-310 6.953224149e-310
-32 4.100000000e+02 4.142852300e+02 5.867291868e-44 3.987021738e-18 5.527128014e-44 2.409634867e+01 6.953214370e-310 6.953224149e-310
-33 4.200000000e+02 4.243912330e+02 5.957199414e-44 1.898974794e-17 5.611823026e-44 2.368296452e+01 6.953214370e-310 6.953224149e-310
-34 4.300000000e+02 4.344966200e+02 6.051390815e-44 1.839277407e-17 5.700553537e-44 2.328329796e+01 6.953214370e-310 6.953224149e-310
-35 4.400000000e+02 4.446013660e+02 6.150116342e-44 1.775062731e-17 5.793555285e-44 2.289518181e+01 6.953214370e-310 6.953224149e-310
-36 4.500000000e+02 4.547054460e+02 6.253649292e-44 3.093771103e-18 5.891085751e-44 2.251639384e+01 6.953214370e-310 6.953224149e-310
-37 4.600000000e+02 4.648088310e+02 6.362288832e-44 2.278001799e-17 5.993426744e-44 2.214485135e+01 6.953214370e-310 6.953224149e-310
-38 4.700000000e+02 4.749114940e+02 6.476363130e-44 2.204577651e-17 6.100887399e-44 2.177830515e+01 6.953214370e-310 6.953224149e-310
-39 4.800000000e+02 4.850134020e+02 6.596233867e-44 2.224780200e-18 6.213808426e-44 2.141453986e+01 6.953214370e-310 6.953224149e-310
-40 4.900000000e+02 4.951145240e+02 6.722300467e-44 7.629634440e-18 6.332566125e-44 2.105117271e+01 6.953214370e-310 6.953224149e-310
-41 5.000000000e+02 5.052148250e+02 6.855006257e-44 1.611812166e-18 6.457578085e-44 2.068540646e+01 6.953214370e-310 6.953224149e-310
-42 5.100000000e+02 5.153142680e+02 6.994845122e-44 9.341435102e-18 6.589309575e-44 2.031427538e+01 6.953214370e-310 6.953224149e-310
-43 5.200000000e+02 5.254128130e+02 7.142369634e-44 1.080285917e-18 6.728281125e-44 1.993551581e+01 6.953214370e-310 6.953224149e-310
-44 5.300000000e+02 5.355104190e+02 7.298201079e-44 1.725050685e-19 6.875077997e-44 1.955125326e+01 6.953214370e-310 6.953224149e-310
-45 5.400000000e+02 5.456070390e+02 7.463042019e-44 8.401776859e-20 7.030362022e-44 1.914615714e+01 6.953214370e-310 6.953224149e-310
-46 5.500000000e+02 5.557026240e+02 7.637691485e-44 8.640116099e-19 7.194885919e-44 1.872097599e+01 6.953214370e-310 6.953224149e-310
-47 5.600000000e+02 5.657971190e+02 7.823064141e-44 6.363760888e-19 7.369511304e-44 1.826481591e+01 6.953214370e-310 6.953224149e-310
-48 5.700000000e+02 5.758904660e+02 8.020214480e-44 4.297735707e-19 7.555231550e-44 1.776103196e+01 6.953214370e-310 6.953224149e-310
-49 5.800000000e+02 5.859825970e+02 8.230367931e-44 2.670907578e-19 7.753201023e-44 1.717466217e+01 6.953214370e-310 6.953224149e-310
-50 5.900000000e+02 5.960734410e+02 8.454961102e-44 2.931271203e-18 7.964773060e-44 1.644748375e+01 6.953214370e-310 6.953224149e-310
-51 6.000000000e+02 6.061629150e+02 8.695694085e-44 1.083257111e-18 8.191549178e-44 1.553642453e+01 6.953214370e-310 6.953224149e-310
-52 6.100000000e+02 6.162509250e+02 8.954601154e-44 8.011621017e-19 8.435445723e-44 1.433046173e+01 6.953214370e-310 6.953224149e-310
-53 6.200000000e+02 6.263373650e+02 9.234145064e-44 3.344027227e-20 8.698782617e-44 1.280318312e+01 6.953214370e-310 6.953224149e-310
-54 6.300000000e+02 6.364221090e+02 9.537347885e-44 2.062300566e-18 8.984406794e-44 1.086622458e+01 6.953214370e-310 6.953224149e-310
-55 6.400000000e+02 6.465050110e+02 9.867972861e-44 1.650073511e-18 9.295863285e-44 8.673531229e+00 6.953214370e-310 6.953224149e-310
-56 6.500000000e+02 6.565858930e+02 1.023078706e-43 1.247849240e-18 9.637642770e-44 6.481235317e+00 6.953214370e-310 6.953224149e-310
-57 6.600000000e+02 6.666645390e+02 1.063194431e-43 9.048880642e-19 1.001554231e-43 4.568296290e+00 6.953214370e-310 6.953224149e-310
-58 6.700000000e+02 6.767406760e+02 1.107956195e-43 3.286776383e-20 1.043720864e-43 3.033547153e+00 6.953214370e-310 6.953224149e-310
-59 6.800000000e+02 6.868139560e+02 1.158461933e-43 6.192775857e-18 1.091298454e-43 1.917556713e+00 6.953214370e-310 6.953224149e-310
-60 6.900000000e+02 6.968839170e+02 1.216239829e-43 7.597228548e-18 1.145726589e-43 1.166457129e+00 6.953214370e-310 6.953224149e-310
-61 7.000000000e+02 7.069499250e+02 1.283490407e-43 1.612739579e-17 1.209078212e-43 6.901412741e-01 6.953214370e-310 6.953224149e-310
-62 7.100000000e+02 7.170110790e+02 1.363512460e-43 1.114332302e-17 1.284460864e-43 4.007210006e-01 6.953214370e-310 6.953224149e-310
-63 7.200000000e+02 7.270660330e+02 1.461498861e-43 2.808711668e-17 1.376766357e-43 2.300651891e-01 6.953214370e-310 6.953224149e-310
-64 7.300000000e+02 7.371126590e+02 1.586135775e-43 2.264009834e-17 1.494177258e-43 1.315085259e-01 6.953214370e-310 6.953224149e-310
-65 7.400000000e+02 7.471473470e+02 1.753125286e-43 2.740749771e-17 1.651485303e-43 7.529154515e-02 6.953214370e-310 6.953224149e-310
-66 7.500000000e+02 7.571633910e+02 1.993934207e-43 3.389483758e-17 1.878332965e-43 4.339256401e-02 6.953214370e-310 6.953224149e-310
-67 7.600000000e+02 7.671466800e+02 2.381377765e-43 2.819670758e-17 2.243313904e-43 2.522370962e-02 6.953214370e-310 6.953224149e-310
-68 7.700000000e+02 7.770616370e+02 3.124246358e-43 3.694799997e-18 2.943113588e-43 1.475838031e-02 6.953214370e-310 6.953224149e-310
-69 7.800000000e+02 7.867882950e+02 5.067443489e-43 7.511382461e-17 4.773650988e-43 9.175048574e-03 6.953214370e-310 6.953224149e-310
-70 7.900000000e+02 7.956645700e+02 1.352729590e-42 1.260329879e-16 1.274303093e-42 3.782142676e-03 6.953214370e-310 6.953224149e-310
-71 8.000000000e+02 8.003730790e+02 2.446647188e-42 6.148009749e-20 2.304799192e-42 1.579332445e-02 6.953214370e-310 6.953224149e-310
-72 8.100000000e+02 8.013681070e+02 2.016498144e-42 1.210872295e-18 1.899588667e-42 1.712292794e-02 6.953214370e-310 6.953224149e-310
-73 8.200000000e+02 8.016705130e+02 1.790312107e-42 2.299376886e-18 1.686516092e-42 1.677690979e-02 6.953214370e-310 6.953224149e-310
-74 8.300000000e+02 8.018105590e+02 1.675412153e-42 2.150453341e-18 1.578277627e-42 1.643445868e-02 6.953214370e-310 6.953224149e-310
-75 8.400000000e+02 8.018906310e+02 1.607651445e-42 5.047902484e-18 1.514445442e-42 1.620015300e-02 6.953214370e-310 6.953224149e-310
-76 8.500000000e+02 8.019422990e+02 1.563291539e-42 4.982939500e-18 1.472657361e-42 1.604992373e-02 6.953214370e-310 6.953224149e-310
-77 8.600000000e+02 8.019783390e+02 1.532087434e-42 1.961362489e-18 1.443262352e-42 1.595583903e-02 6.953214370e-310 6.953224149e-310
-78 8.700000000e+02 8.020048760e+02 1.508974307e-42 2.123431562e-18 1.421489235e-42 1.589814688e-02 6.953214370e-310 6.953224149e-310
-79 8.800000000e+02 8.020252090e+02 1.491178895e-42 1.846974548e-16 1.404725526e-42 1.586369547e-02 6.953214370e-310 6.953224149e-310
-80 8.900000000e+02 8.020412660e+02 1.477060829e-42 1.263909356e-16 1.391425970e-42 1.584406536e-02 6.953214370e-310 6.953224149e-310
-81 9.000000000e+02 8.020542520e+02 1.465589440e-42 1.448288165e-16 1.380619645e-42 1.583378104e-02 6.953214370e-310 6.953224149e-310
-82 9.100000000e+02 8.020649550e+02 1.456085222e-42 2.489733671e-16 1.371666443e-42 1.582931961e-02 6.953214370e-310 6.953224149e-310
-83 9.200000000e+02 8.020739160e+02 1.448082626e-42 1.664919762e-16 1.364127802e-42 1.582846873e-02 6.953214370e-310 6.953224149e-310
-84 9.300000000e+02 8.020815140e+02 1.441251833e-42 1.446112364e-16 1.357693031e-42 1.582976984e-02 6.953214370e-310 6.953224149e-310
-85 9.400000000e+02 8.020880250e+02 1.435353059e-42 1.250354303e-16 1.352136240e-42 1.583230503e-02 6.953214370e-310 6.953224149e-310
-86 9.500000000e+02 8.020936550e+02 1.430207439e-42 4.971370325e-18 1.347288939e-42 1.583548949e-02 6.953214370e-310 6.953224149e-310
-87 9.600000000e+02 8.020985580e+02 1.425679137e-42 1.855456793e-18 1.343023169e-42 1.583895357e-02 6.953214370e-310 6.953224149e-310
-88 9.700000000e+02 8.021028540e+02 1.421663043e-42 9.248990792e-17 1.339239908e-42 1.584247963e-02 6.953214370e-310 6.953224149e-310
-89 9.800000000e+02 8.021066360e+02 1.418076738e-42 5.562372196e-18 1.335861519e-42 1.584592222e-02 6.953214370e-310 6.953224149e-310
-90 9.900000000e+02 8.021099790e+02 1.414854357e-42 1.040967414e-17 1.332825956e-42 1.584921279e-02 6.953214370e-310 6.953224149e-310
-91 1.000000000e+03 8.021129410e+02 1.411942900e-42 3.720361260e-17 1.330083293e-42 1.585230645e-02 6.953214370e-310 6.953224149e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonS_MOSettingNewScheme.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonS_MOSettingNewScheme.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonS_MOSettingNewScheme.txt (revision 1053)
@@ -1,91 +0,0 @@
-1 1.000000000e+02 1.007939220e+02 2.105771318e-47 5.457602963e-27 2.050061684e-47 4.192920578e+02 6.953214370e-310 6.953224149e-310
-2 1.100000000e+02 1.109105210e+02 2.226953469e-47 4.437769615e-27 2.167207641e-47 3.771007443e+02 6.953214370e-310 6.953224149e-310
-3 1.200000000e+02 1.210269690e+02 2.352078515e-47 3.641866310e-27 2.288147835e-47 3.398361728e+02 6.953214370e-310 6.953224149e-310
-4 1.300000000e+02 1.311432580e+02 2.481356126e-47 3.019186453e-27 2.413085372e-47 2.822703082e+02 6.953214370e-310 6.953224149e-310
-5 1.400000000e+02 1.412593760e+02 2.614983384e-47 2.535409051e-27 2.542211032e-47 2.582946986e+02 6.953214370e-310 6.953224149e-310
-6 1.500000000e+02 1.513753130e+02 2.753152269e-47 2.130524308e-27 2.675710553e-47 2.394807946e+02 6.953214370e-310 6.953224149e-310
-7 1.600000000e+02 1.614910570e+02 2.896054057e-47 1.804817894e-27 2.813768921e-47 2.052136018e+02 6.953214370e-310 6.953224149e-310
-8 1.700000000e+02 1.716065980e+02 3.043882866e-47 2.822549815e-29 2.956573824e-47 1.190104462e+02 6.953214370e-310 6.953224149e-310
-9 1.800000000e+02 1.817219250e+02 3.196814710e-47 4.009651117e-29 3.104317676e-47 6.515092860e+01 6.953214370e-310 6.953224149e-310
-10 1.900000000e+02 1.918370260e+02 3.355084633e-47 1.073556696e-27 3.257199955e-47 5.369037703e+01 6.953214370e-310 6.953224149e-310
-11 2.000000000e+02 2.019518900e+02 3.518908417e-47 7.039094741e-29 3.415427835e-47 4.780162830e+01 6.953214370e-310 6.953224149e-310
-12 2.100000000e+02 2.120665040e+02 3.688508094e-47 8.808380299e-29 3.579218446e-47 4.394298740e+01 6.953214370e-310 6.953224149e-310
-13 2.200000000e+02 2.221808560e+02 3.864117726e-47 1.118902850e-28 3.748799312e-47 4.112446139e+01 6.953214370e-310 6.953224149e-310
-14 2.300000000e+02 2.322949340e+02 4.045984148e-47 1.351843405e-28 3.924409634e-47 3.892379366e+01 6.953214370e-310 6.953224149e-310
-15 2.400000000e+02 2.424087260e+02 4.234368239e-47 4.994004699e-27 4.106301836e-47 3.712736339e+01 6.953214370e-310 6.953224149e-310
-16 2.500000000e+02 2.525222180e+02 4.429545390e-47 4.444938083e-27 4.294742192e-47 3.561351198e+01 6.953214370e-310 6.953224149e-310
-17 2.600000000e+02 2.626353970e+02 4.631806628e-47 3.968155642e-27 4.490011993e-47 3.430691007e+01 6.953214370e-310 6.953224149e-310
-18 2.700000000e+02 2.727482500e+02 4.841483864e-47 3.542165362e-27 4.692432778e-47 3.315801099e+01 6.953214370e-310 6.953224149e-310
-19 2.800000000e+02 2.828607620e+02 5.058845447e-47 7.240195055e-28 4.902261956e-47 3.213280588e+01 6.953214370e-310 6.953224149e-310
-20 2.900000000e+02 2.929729190e+02 5.284281385e-47 5.980276562e-28 5.119877882e-47 3.120731266e+01 6.953214370e-310 6.953224149e-310
-21 3.000000000e+02 3.030847060e+02 5.518151737e-47 4.843283235e-28 5.345628252e-47 3.036395951e+01 6.953214370e-310 6.953224149e-310
-22 3.100000000e+02 3.131961090e+02 5.760846738e-47 3.837912735e-28 5.579890185e-47 2.958932483e+01 6.953214370e-310 6.953224149e-310
-23 3.200000000e+02 3.233071110e+02 6.012780814e-47 2.957231459e-28 5.823064224e-47 2.887324539e+01 6.953214370e-310 6.953224149e-310
-24 3.300000000e+02 3.334176950e+02 6.274396601e-47 2.161178161e-28 6.075578219e-47 2.820766629e+01 6.953214370e-310 6.953224149e-310
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-30 3.900000000e+02 3.940714720e+02 8.076213772e-47 4.474678558e-28 7.814651496e-47 2.497352874e+01 6.953214370e-310 6.953224149e-310
-31 4.000000000e+02 4.041786360e+02 8.420800512e-47 5.951148982e-28 8.147240977e-47 2.452573527e+01 6.953214370e-310 6.953224149e-310
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-33 4.200000000e+02 4.243912330e+02 9.154369672e-47 3.588920841e-27 8.855285490e-47 2.368296452e+01 6.953214370e-310 6.953224149e-310
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-35 4.400000000e+02 4.446013660e+02 9.952964648e-47 3.178718861e-27 9.626127485e-47 2.289518181e+01 6.953214370e-310 6.953224149e-310
-36 4.500000000e+02 4.547054460e+02 1.037910955e-46 6.518937138e-29 1.003748107e-46 2.251639384e+01 6.953214370e-310 6.953224149e-310
-37 4.600000000e+02 4.648088310e+02 1.082463684e-46 7.328063862e-27 1.046756023e-46 2.214485135e+01 6.953214370e-310 6.953224149e-310
-38 4.700000000e+02 4.749114940e+02 1.129078423e-46 6.962416994e-27 1.091756358e-46 2.177830515e+01 6.953214370e-310 6.953224149e-310
-39 4.800000000e+02 4.850134020e+02 1.177890501e-46 4.230532370e-28 1.138880200e-46 2.141453986e+01 6.953214370e-310 6.953224149e-310
-40 4.900000000e+02 4.951145240e+02 1.229048276e-46 2.021239417e-27 1.188271286e-46 2.105117271e+01 6.953214370e-310 6.953224149e-310
-41 5.000000000e+02 5.052148250e+02 1.282714878e-46 2.224811148e-28 1.240087695e-46 2.068540646e+01 6.953214370e-310 6.953224149e-310
-42 5.100000000e+02 5.153142680e+02 1.339070524e-46 2.814513509e-27 1.294504105e-46 2.031427538e+01 6.953214370e-310 6.953224149e-310
-43 5.200000000e+02 5.254128130e+02 1.398314872e-46 8.316537086e-29 1.351714079e-46 1.993551581e+01 6.953214370e-310 6.953224149e-310
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-45 5.400000000e+02 5.456070390e+02 1.526385663e-46 3.015345529e-28 1.475403004e-46 1.914615714e+01 6.953214370e-310 6.953224149e-310
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-47 5.600000000e+02 5.657971190e+02 1.669052833e-46 5.486417810e-29 1.613216383e-46 1.826481591e+01 6.953214370e-310 6.953224149e-310
-48 5.700000000e+02 5.758904660e+02 1.746682652e-46 1.530340094e-29 1.688218004e-46 1.776103196e+01 6.953214370e-310 6.953224149e-310
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-52 6.100000000e+02 6.162509250e+02 2.109753627e-46 4.180623723e-28 2.039126288e-46 1.433046173e+01 6.953214370e-310 6.953224149e-310
-53 6.200000000e+02 6.263373650e+02 2.216767910e-46 1.555145098e-29 2.142597971e-46 1.280318312e+01 6.953214370e-310 6.953224149e-310
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-55 6.400000000e+02 6.465050110e+02 2.456545040e-46 1.567712311e-27 2.374509032e-46 8.673531229e+00 6.953214370e-310 6.953224149e-310
-56 6.500000000e+02 6.565858930e+02 2.591966664e-46 1.240000528e-27 2.505531466e-46 6.481235317e+00 6.953214370e-310 6.953224149e-310
-57 6.600000000e+02 6.666645390e+02 2.740122263e-46 9.516049453e-28 2.648909227e-46 4.568296290e+00 6.953214370e-310 6.953224149e-310
-58 6.700000000e+02 6.767406760e+02 2.903472812e-46 3.053453841e-29 2.807032728e-46 3.033547153e+00 6.953214370e-310 6.953224149e-310
-59 6.800000000e+02 6.868139560e+02 3.085313022e-46 8.974674413e-28 2.983101592e-46 1.917556713e+00 6.953214370e-310 6.953224149e-310
-60 6.900000000e+02 6.968839170e+02 3.290187579e-46 1.369761840e-27 3.181528178e-46 1.166457129e+00 6.953214370e-310 6.953224149e-310
-61 7.000000000e+02 7.069499250e+02 3.524586844e-46 5.972895134e-27 3.408611802e-46 6.901412741e-01 6.953214370e-310 6.953224149e-310
-62 7.100000000e+02 7.170110790e+02 3.798171970e-46 2.724902232e-27 3.673725516e-46 4.007210006e-01 6.953214370e-310 6.953224149e-310
-63 7.200000000e+02 7.270660330e+02 4.126059047e-46 1.049543160e-26 3.991527960e-46 2.300651891e-01 6.953214370e-310 6.953224149e-310
-64 7.300000000e+02 7.371126590e+02 4.533404850e-46 8.666872630e-27 4.386402180e-46 1.315085259e-01 6.953214370e-310 6.953224149e-310
-65 7.400000000e+02 7.471473470e+02 5.065493617e-46 1.099163488e-26 4.902215361e-46 7.529154515e-02 6.953214370e-310 6.953224149e-310
-66 7.500000000e+02 7.571633910e+02 5.812754783e-46 1.417746848e-26 5.626515329e-46 4.339256401e-02 6.953214370e-310 6.953224149e-310
-67 7.600000000e+02 7.671466800e+02 6.983808468e-46 9.787024787e-27 6.761146759e-46 2.522370962e-02 6.953214370e-310 6.953224149e-310
-68 7.700000000e+02 7.770616370e+02 9.175253509e-46 2.157009601e-27 8.882928096e-46 1.475838031e-02 6.953214370e-310 6.953224149e-310
-69 7.800000000e+02 7.867882950e+02 1.479726368e-45 3.567341592e-26 1.432004954e-45 9.175048574e-03 6.953214370e-310 6.953224149e-310
-70 7.900000000e+02 7.956645700e+02 3.912184980e-45 6.376540442e-26 3.780115625e-45 3.782142676e-03 6.953214370e-310 6.953224149e-310
-71 8.000000000e+02 8.003730790e+02 7.234503812e-45 4.810177455e-31 6.976435468e-45 1.579332445e-02 6.953214370e-310 6.953224149e-310
-72 8.100000000e+02 8.013681070e+02 6.088592108e-45 3.875569247e-28 5.868365233e-45 1.712292794e-02 6.953214370e-310 6.953224149e-310
-73 8.200000000e+02 8.016705130e+02 5.456151544e-45 9.958731384e-28 5.258011751e-45 1.677690979e-02 6.953214370e-310 6.953224149e-310
-74 8.300000000e+02 8.018105590e+02 5.131252452e-45 1.042283588e-27 4.944581297e-45 1.643445868e-02 6.953214370e-310 6.953224149e-310
-75 8.400000000e+02 8.018906310e+02 4.938650453e-45 2.599366971e-27 4.758808895e-45 1.620015300e-02 6.953214370e-310 6.953224149e-310
-76 8.500000000e+02 8.019422990e+02 4.812180143e-45 1.463336763e-27 4.636834257e-45 1.604992373e-02 6.953214370e-310 6.953224149e-310
-77 8.600000000e+02 8.019783390e+02 4.723042263e-45 3.394024989e-28 4.550869807e-45 1.595583903e-02 6.953214370e-310 6.953224149e-310
-78 8.700000000e+02 8.020048760e+02 4.656928111e-45 1.850239242e-27 4.487111056e-45 1.589814688e-02 6.953214370e-310 6.953224149e-310
-79 8.800000000e+02 8.020252090e+02 4.605976162e-45 1.301630483e-25 4.437975434e-45 1.586369547e-02 6.953214370e-310 6.953224149e-310
-80 8.900000000e+02 8.020412660e+02 4.565524844e-45 9.943032088e-26 4.398966808e-45 1.584406536e-02 6.953214370e-310 6.953224149e-310
-81 9.000000000e+02 8.020542520e+02 4.532640423e-45 1.118636787e-25 4.367255587e-45 1.583378104e-02 6.953214370e-310 6.953224149e-310
-82 9.100000000e+02 8.020649550e+02 4.505386162e-45 1.612302863e-25 4.340973877e-45 1.582931961e-02 6.953214370e-310 6.953224149e-310
-83 9.200000000e+02 8.020739160e+02 4.482433165e-45 1.152671827e-25 4.318840067e-45 1.582846873e-02 6.953214370e-310 6.953224149e-310
-84 9.300000000e+02 8.020815140e+02 4.462839612e-45 1.014116022e-25 4.299945867e-45 1.582976984e-02 6.953214370e-310 6.953224149e-310
-85 9.400000000e+02 8.020880250e+02 4.445919536e-45 8.894519208e-26 4.283629753e-45 1.583230503e-02 6.953214370e-310 6.953224149e-310
-86 9.500000000e+02 8.020936550e+02 4.431161685e-45 2.081989188e-27 4.269398694e-45 1.583548949e-02 6.953214370e-310 6.953224149e-310
-87 9.600000000e+02 8.020985580e+02 4.418177335e-45 6.114922486e-28 4.256877826e-45 1.583895357e-02 6.953214370e-310 6.953224149e-310
-88 9.700000000e+02 8.021028540e+02 4.406665598e-45 6.597241288e-26 4.245776997e-45 1.584247963e-02 6.953214370e-310 6.953224149e-310
-89 9.800000000e+02 8.021066360e+02 4.396390046e-45 3.352775464e-27 4.235868213e-45 1.584592222e-02 6.953214370e-310 6.953224149e-310
-90 9.900000000e+02 8.021099790e+02 4.387162269e-45 6.216543542e-27 4.226969790e-45 1.584921279e-02 6.953214370e-310 6.953224149e-310
-91 1.000000000e+03 8.021129410e+02 4.378830473e-45 1.991597530e-26 4.218935353e-45 1.585230645e-02 6.953214370e-310 6.953224149e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronS_newMOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronS_newMOSetting.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronS_newMOSetting.txt (revision 1053)
@@ -0,0 +1,91 @@
+1 1.000000000e+02 1.007939220e+02 7.351296364e-48 3.756167451e-27 6.775530914e-48 4.192920578e+02 6.953221802e-310 6.953226592e-310
+2 1.100000000e+02 1.109105210e+02 7.799229089e-48 3.054279654e-27 7.186859231e-48 3.771007443e+02 6.953221802e-310 6.953226592e-310
+3 1.200000000e+02 1.210269690e+02 8.262459454e-48 2.506507731e-27 7.612233777e-48 3.398361728e+02 6.953221802e-310 6.953226592e-310
+4 1.300000000e+02 1.311432580e+02 8.741747660e-48 2.077952619e-27 8.052352401e-48 2.822703082e+02 6.953221802e-310 6.953226592e-310
+5 1.400000000e+02 1.412593760e+02 9.237815403e-48 1.744996072e-27 8.507878006e-48 2.582946986e+02 6.953221802e-310 6.953226592e-310
+6 1.500000000e+02 1.513753130e+02 9.751371240e-48 1.466335496e-27 8.979461779e-48 2.394807946e+02 6.953221802e-310 6.953226592e-310
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+9 1.800000000e+02 1.817219250e+02 1.140396276e-47 2.759654054e-29 1.049716552e-47 6.515092860e+01 6.953221802e-310 6.953226592e-310
+10 1.900000000e+02 1.918370260e+02 1.199461105e-47 7.388796437e-28 1.103967861e-47 5.369037703e+01 6.953221802e-310 6.953226592e-310
+11 2.000000000e+02 2.019518900e+02 1.260656570e-47 4.844689456e-29 1.160171168e-47 4.780162830e+01 6.953221802e-310 6.953226592e-310
+12 2.100000000e+02 2.120665040e+02 1.324065278e-47 6.062399404e-29 1.218404503e-47 4.394298740e+01 6.953221802e-310 6.953226592e-310
+13 2.200000000e+02 2.221808560e+02 1.389775041e-47 7.700895972e-29 1.278749778e-47 4.112446139e+01 6.953221802e-310 6.953226592e-310
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+17 2.600000000e+02 2.626353970e+02 1.677569406e-47 2.731107644e-27 1.543049569e-47 3.430691007e+01 6.953221802e-310 6.953226592e-310
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+27 3.600000000e+02 3.637467790e+02 2.615146765e-47 1.399268160e-27 2.404275876e-47 2.645369054e+01 6.953221802e-310 6.953226592e-310
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+33 4.200000000e+02 4.243912330e+02 3.382826398e-47 2.470105876e-27 3.109803323e-47 2.368296452e+01 6.953221802e-310 6.953226592e-310
+34 4.300000000e+02 4.344966200e+02 3.530592369e-47 2.329725599e-27 3.245652040e-47 2.328329796e+01 6.953221802e-310 6.953226592e-310
+35 4.400000000e+02 4.446013660e+02 3.684912523e-47 2.187781644e-27 3.387543414e-47 2.289518181e+01 6.953221802e-310 6.953226592e-310
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+37 4.600000000e+02 4.648088310e+02 4.014840370e-47 5.043606597e-27 3.690959233e-47 2.214485135e+01 6.953221802e-310 6.953226592e-310
+38 4.700000000e+02 4.749114940e+02 4.191350798e-47 4.791947662e-27 3.853320763e-47 2.177830515e+01 6.953221802e-310 6.953226592e-310
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+40 4.900000000e+02 4.951145240e+02 4.570043879e-47 1.391136815e-27 4.201743568e-47 2.105117271e+01 6.953221802e-310 6.953226592e-310
+41 5.000000000e+02 5.052148250e+02 4.773411091e-47 1.531246677e-28 4.388904387e-47 2.068540646e+01 6.953221802e-310 6.953226592e-310
+42 5.100000000e+02 5.153142680e+02 4.987017425e-47 1.937115404e-27 4.585526608e-47 2.031427538e+01 6.953221802e-310 6.953226592e-310
+43 5.200000000e+02 5.254128130e+02 5.211621923e-47 5.723942058e-29 4.792315598e-47 1.993551581e+01 6.953221802e-310 6.953226592e-310
+44 5.300000000e+02 5.355104190e+02 5.448070013e-47 1.436371262e-28 5.010057387e-47 1.955125326e+01 6.953221802e-310 6.953226592e-310
+45 5.400000000e+02 5.456070390e+02 5.697307099e-47 2.075338747e-28 5.239631380e-47 1.914615714e+01 6.953221802e-310 6.953226592e-310
+46 5.500000000e+02 5.557026240e+02 5.960397286e-47 7.871585502e-29 5.482027847e-47 1.872097599e+01 6.953221802e-310 6.953226592e-310
+47 5.600000000e+02 5.657971190e+02 6.238544284e-47 3.776078140e-29 5.738367523e-47 1.826481591e+01 6.953221802e-310 6.953226592e-310
+48 5.700000000e+02 5.758904660e+02 6.533120058e-47 1.053272464e-29 6.009928356e-47 1.776103196e+01 6.953221802e-310 6.953226592e-310
+49 5.800000000e+02 5.859825970e+02 6.845699300e-47 1.585772924e-31 6.298177763e-47 1.717466217e+01 6.953221802e-310 6.953226592e-310
+50 5.900000000e+02 5.960734410e+02 7.178105274e-47 1.595644188e-27 6.604815482e-47 1.644748375e+01 6.953221802e-310 6.953226592e-310
+51 6.000000000e+02 6.061629150e+02 7.532468984e-47 4.042187301e-28 6.931828812e-47 1.553642453e+01 6.953221802e-310 6.953226592e-310
+52 6.100000000e+02 6.162509250e+02 7.911306932e-47 2.877358146e-28 7.281565293e-47 1.433046173e+01 6.953221802e-310 6.953226592e-310
+53 6.200000000e+02 6.263373650e+02 8.317627955e-47 1.070338790e-29 7.656832363e-47 1.280318312e+01 6.953221802e-310 6.953226592e-310
+54 6.300000000e+02 6.364221090e+02 8.755077036e-47 1.312376956e-27 8.061031509e-47 1.086622458e+01 6.953221802e-310 6.953226592e-310
+55 6.400000000e+02 6.465050110e+02 9.228138156e-47 1.078993141e-27 8.498347418e-47 8.673531229e+00 6.953221802e-310 6.953226592e-310
+56 6.500000000e+02 6.565858930e+02 9.742422149e-47 8.534430569e-28 8.974016138e-47 6.481235317e+00 6.953221802e-310 6.953226592e-310
+57 6.600000000e+02 6.666645390e+02 1.030509133e-46 6.549513394e-28 9.494720299e-47 4.568296290e+00 6.953221802e-310 6.953226592e-310
+58 6.700000000e+02 6.767406760e+02 1.092549360e-46 2.101574652e-29 1.006917909e-46 3.033547153e+00 6.953221802e-310 6.953226592e-310
+59 6.800000000e+02 6.868139560e+02 1.161614786e-46 6.176914096e-28 1.070906415e-46 1.917556713e+00 6.953221802e-310 6.953226592e-310
+60 6.900000000e+02 6.968839170e+02 1.239432975e-46 9.427530534e-28 1.143047223e-46 1.166457129e+00 6.953221802e-310 6.953226592e-310
+61 7.000000000e+02 7.069499250e+02 1.328472350e-46 4.110907722e-27 1.225638627e-46 6.901412741e-01 6.953221802e-310 6.953226592e-310
+62 7.100000000e+02 7.170110790e+02 1.432409491e-46 1.875441808e-27 1.322100795e-46 4.007210006e-01 6.953221802e-310 6.953226592e-310
+63 7.200000000e+02 7.270660330e+02 1.557000884e-46 7.223591441e-27 1.437783391e-46 2.300651891e-01 6.953221802e-310 6.953226592e-310
+64 7.300000000e+02 7.371126590e+02 1.711834243e-46 5.965066621e-27 1.581586653e-46 1.315085259e-01 6.953221802e-310 6.953226592e-310
+65 7.400000000e+02 7.471473470e+02 1.914183235e-46 7.565109535e-27 1.769526438e-46 7.529154515e-02 6.953221802e-310 6.953226592e-310
+66 7.500000000e+02 7.571633910e+02 2.198574851e-46 9.757791939e-27 2.033574736e-46 4.339256401e-02 6.953221802e-310 6.953226592e-310
+67 7.600000000e+02 7.671466800e+02 2.644744393e-46 6.736024116e-27 2.447466202e-46 2.522370962e-02 6.953221802e-310 6.953226592e-310
+68 7.700000000e+02 7.770616370e+02 3.480968531e-46 1.484586283e-27 3.221980618e-46 1.475838031e-02 6.953221802e-310 6.953226592e-310
+69 7.800000000e+02 7.867882950e+02 5.630564903e-46 2.455261319e-26 5.208028843e-46 9.175048574e-03 6.953221802e-310 6.953226592e-310
+70 7.900000000e+02 7.956645700e+02 1.494829963e-45 4.388722427e-26 1.378200163e-45 3.782142676e-03 6.953221802e-310 6.953226592e-310
+71 8.000000000e+02 8.003730790e+02 2.761979771e-45 3.311047037e-31 2.535179525e-45 1.579332445e-02 6.953221802e-310 6.953226592e-310
+72 8.100000000e+02 8.013681070e+02 2.318914381e-45 2.667402864e-28 2.125770441e-45 1.712292794e-02 6.953221802e-310 6.953226592e-310
+73 8.200000000e+02 8.016705130e+02 2.075657854e-45 6.854223831e-28 1.902020376e-45 1.677690979e-02 6.953221802e-310 6.953226592e-310
+74 8.300000000e+02 8.018105590e+02 1.950846381e-45 7.173614611e-28 1.787323462e-45 1.643445868e-02 6.953221802e-310 6.953226592e-310
+75 8.400000000e+02 8.018906310e+02 1.876900581e-45 1.789042746e-27 1.719397182e-45 1.620015300e-02 6.953221802e-310 6.953226592e-310
+76 8.500000000e+02 8.019422990e+02 1.828361782e-45 1.007159159e-27 1.674819452e-45 1.604992373e-02 6.953221802e-310 6.953226592e-310
+77 8.600000000e+02 8.019783390e+02 1.794159068e-45 2.335987065e-28 1.643412188e-45 1.595583903e-02 6.953221802e-310 6.953226592e-310
+78 8.700000000e+02 8.020048760e+02 1.768795362e-45 1.273448295e-27 1.620123064e-45 1.589814688e-02 6.953221802e-310 6.953226592e-310
+79 8.800000000e+02 8.020252090e+02 1.749251026e-45 8.958612247e-26 1.602178342e-45 1.586369547e-02 6.953221802e-310 6.953226592e-310
+80 8.900000000e+02 8.020412660e+02 1.733736176e-45 6.843398671e-26 1.587933952e-45 1.584406536e-02 6.953221802e-310 6.953226592e-310
+81 9.000000000e+02 8.020542520e+02 1.721124652e-45 7.699138872e-26 1.576355506e-45 1.583378104e-02 6.953221802e-310 6.953226592e-310
+82 9.100000000e+02 8.020649550e+02 1.710673118e-45 1.109684430e-25 1.566760332e-45 1.582931961e-02 6.953221802e-310 6.953226592e-310
+83 9.200000000e+02 8.020739160e+02 1.701871602e-45 7.933386032e-26 1.558680108e-45 1.582846873e-02 6.953221802e-310 6.953226592e-310
+84 9.300000000e+02 8.020815140e+02 1.694358711e-45 6.979762095e-26 1.551782983e-45 1.582976984e-02 6.953221802e-310 6.953226592e-310
+85 9.400000000e+02 8.020880250e+02 1.687871250e-45 6.121750189e-26 1.545827290e-45 1.583230503e-02 6.953221802e-310 6.953226592e-310
+86 9.500000000e+02 8.020936550e+02 1.682213080e-45 1.432949237e-27 1.540632937e-45 1.583548949e-02 6.953221802e-310 6.953226592e-310
+87 9.600000000e+02 8.020985580e+02 1.677235078e-45 4.208672717e-28 1.536063010e-45 1.583895357e-02 6.953221802e-310 6.953226592e-310
+88 9.700000000e+02 8.021028540e+02 1.672821822e-45 4.540622826e-26 1.532011539e-45 1.584247963e-02 6.953221802e-310 6.953226592e-310
+89 9.800000000e+02 8.021066360e+02 1.668882623e-45 2.307584602e-27 1.528395265e-45 1.584592222e-02 6.953221802e-310 6.953226592e-310
+90 9.900000000e+02 8.021099790e+02 1.665345215e-45 4.278605496e-27 1.525147843e-45 1.584921279e-02 6.953221802e-310 6.953226592e-310
+91 1.000000000e+03 8.021129410e+02 1.662151378e-45 1.370738676e-26 1.522215824e-45 1.585230645e-02 6.953221802e-310 6.953226592e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonA_newMOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonA_newMOSetting.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonA_newMOSetting.txt (revision 1053)
@@ -0,0 +1,91 @@
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+2 1.100000000e+02 1.109105210e+02 4.422516883e-44 3.160868826e-18 4.166117382e-44 3.771007443e+02 6.953221802e-310 6.953226592e-310
+3 1.200000000e+02 1.210269690e+02 4.446899588e-44 3.067957648e-18 4.189086302e-44 3.398361728e+02 6.953221802e-310 6.953226592e-310
+4 1.300000000e+02 1.311432580e+02 4.471829177e-44 2.964359385e-18 4.212570423e-44 2.822703082e+02 6.953221802e-310 6.953226592e-310
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+19 2.800000000e+02 2.828607620e+02 5.003789889e-44 1.644157835e-18 4.713689068e-44 3.213280588e+01 6.953221802e-310 6.953226592e-310
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+33 4.200000000e+02 4.243912330e+02 5.957199414e-44 1.898974794e-17 5.611823026e-44 2.368296452e+01 6.953221802e-310 6.953226592e-310
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+56 6.500000000e+02 6.565858930e+02 1.023078706e-43 1.247849240e-18 9.637642770e-44 6.481235317e+00 6.953221802e-310 6.953226592e-310
+57 6.600000000e+02 6.666645390e+02 1.063194431e-43 9.048880642e-19 1.001554231e-43 4.568296290e+00 6.953221802e-310 6.953226592e-310
+58 6.700000000e+02 6.767406760e+02 1.107956195e-43 3.286776383e-20 1.043720864e-43 3.033547153e+00 6.953221802e-310 6.953226592e-310
+59 6.800000000e+02 6.868139560e+02 1.158461933e-43 6.192775857e-18 1.091298454e-43 1.917556713e+00 6.953221802e-310 6.953226592e-310
+60 6.900000000e+02 6.968839170e+02 1.216239829e-43 7.597228548e-18 1.145726589e-43 1.166457129e+00 6.953221802e-310 6.953226592e-310
+61 7.000000000e+02 7.069499250e+02 1.283490407e-43 1.612739579e-17 1.209078212e-43 6.901412741e-01 6.953221802e-310 6.953226592e-310
+62 7.100000000e+02 7.170110790e+02 1.363512460e-43 1.114332302e-17 1.284460864e-43 4.007210006e-01 6.953221802e-310 6.953226592e-310
+63 7.200000000e+02 7.270660330e+02 1.461498861e-43 2.808711668e-17 1.376766357e-43 2.300651891e-01 6.953221802e-310 6.953226592e-310
+64 7.300000000e+02 7.371126590e+02 1.586135775e-43 2.264009834e-17 1.494177258e-43 1.315085259e-01 6.953221802e-310 6.953226592e-310
+65 7.400000000e+02 7.471473470e+02 1.753125286e-43 2.740749771e-17 1.651485303e-43 7.529154515e-02 6.953221802e-310 6.953226592e-310
+66 7.500000000e+02 7.571633910e+02 1.993934207e-43 3.389483758e-17 1.878332965e-43 4.339256401e-02 6.953221802e-310 6.953226592e-310
+67 7.600000000e+02 7.671466800e+02 2.381377765e-43 2.819670758e-17 2.243313904e-43 2.522370962e-02 6.953221802e-310 6.953226592e-310
+68 7.700000000e+02 7.770616370e+02 3.124246358e-43 3.694799997e-18 2.943113588e-43 1.475838031e-02 6.953221802e-310 6.953226592e-310
+69 7.800000000e+02 7.867882950e+02 5.067443489e-43 7.511382461e-17 4.773650988e-43 9.175048574e-03 6.953221802e-310 6.953226592e-310
+70 7.900000000e+02 7.956645700e+02 1.352729590e-42 1.260329879e-16 1.274303093e-42 3.782142676e-03 6.953221802e-310 6.953226592e-310
+71 8.000000000e+02 8.003730790e+02 2.446647188e-42 6.148009749e-20 2.304799192e-42 1.579332445e-02 6.953221802e-310 6.953226592e-310
+72 8.100000000e+02 8.013681070e+02 2.016498144e-42 1.210872295e-18 1.899588667e-42 1.712292794e-02 6.953221802e-310 6.953226592e-310
+73 8.200000000e+02 8.016705130e+02 1.790312107e-42 2.299376886e-18 1.686516092e-42 1.677690979e-02 6.953221802e-310 6.953226592e-310
+74 8.300000000e+02 8.018105590e+02 1.675412153e-42 2.150453341e-18 1.578277627e-42 1.643445868e-02 6.953221802e-310 6.953226592e-310
+75 8.400000000e+02 8.018906310e+02 1.607651445e-42 5.047902484e-18 1.514445442e-42 1.620015300e-02 6.953221802e-310 6.953226592e-310
+76 8.500000000e+02 8.019422990e+02 1.563291539e-42 4.982939500e-18 1.472657361e-42 1.604992373e-02 6.953221802e-310 6.953226592e-310
+77 8.600000000e+02 8.019783390e+02 1.532087434e-42 1.961362489e-18 1.443262352e-42 1.595583903e-02 6.953221802e-310 6.953226592e-310
+78 8.700000000e+02 8.020048760e+02 1.508974307e-42 2.123431562e-18 1.421489235e-42 1.589814688e-02 6.953221802e-310 6.953226592e-310
+79 8.800000000e+02 8.020252090e+02 1.491178895e-42 1.846974548e-16 1.404725526e-42 1.586369547e-02 6.953221802e-310 6.953226592e-310
+80 8.900000000e+02 8.020412660e+02 1.477060829e-42 1.263909356e-16 1.391425970e-42 1.584406536e-02 6.953221802e-310 6.953226592e-310
+81 9.000000000e+02 8.020542520e+02 1.465589440e-42 1.448288165e-16 1.380619645e-42 1.583378104e-02 6.953221802e-310 6.953226592e-310
+82 9.100000000e+02 8.020649550e+02 1.456085222e-42 2.489733671e-16 1.371666443e-42 1.582931961e-02 6.953221802e-310 6.953226592e-310
+83 9.200000000e+02 8.020739160e+02 1.448082626e-42 1.664919762e-16 1.364127802e-42 1.582846873e-02 6.953221802e-310 6.953226592e-310
+84 9.300000000e+02 8.020815140e+02 1.441251833e-42 1.446112364e-16 1.357693031e-42 1.582976984e-02 6.953221802e-310 6.953226592e-310
+85 9.400000000e+02 8.020880250e+02 1.435353059e-42 1.250354303e-16 1.352136240e-42 1.583230503e-02 6.953221802e-310 6.953226592e-310
+86 9.500000000e+02 8.020936550e+02 1.430207439e-42 4.971370325e-18 1.347288939e-42 1.583548949e-02 6.953221802e-310 6.953226592e-310
+87 9.600000000e+02 8.020985580e+02 1.425679137e-42 1.855456793e-18 1.343023169e-42 1.583895357e-02 6.953221802e-310 6.953226592e-310
+88 9.700000000e+02 8.021028540e+02 1.421663043e-42 9.248990792e-17 1.339239908e-42 1.584247963e-02 6.953221802e-310 6.953226592e-310
+89 9.800000000e+02 8.021066360e+02 1.418076738e-42 5.562372196e-18 1.335861519e-42 1.584592222e-02 6.953221802e-310 6.953226592e-310
+90 9.900000000e+02 8.021099790e+02 1.414854357e-42 1.040967414e-17 1.332825956e-42 1.584921279e-02 6.953221802e-310 6.953226592e-310
+91 1.000000000e+03 8.021129410e+02 1.411942900e-42 3.720361260e-17 1.330083293e-42 1.585230645e-02 6.953221802e-310 6.953226592e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonS_newMOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonS_newMOSetting.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/ProtonS_newMOSetting.txt (revision 1053)
@@ -0,0 +1,91 @@
+1 1.000000000e+02 1.007939220e+02 7.090681316e-48 1.828271637e-27 6.502696062e-48 4.192920578e+02 6.953221802e-310 6.953226592e-310
+2 1.100000000e+02 1.109105210e+02 7.525334384e-48 1.486632246e-27 6.900029165e-48 3.771007443e+02 6.953221802e-310 6.953226592e-310
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+4 1.300000000e+02 1.311432580e+02 8.440144392e-48 1.011413629e-27 7.736306274e-48 2.822703082e+02 6.953221802e-310 6.953226592e-310
+5 1.400000000e+02 1.412593760e+02 8.921736327e-48 8.493505712e-28 8.176561794e-48 2.582946986e+02 6.953221802e-310 6.953226592e-310
+6 1.500000000e+02 1.513753130e+02 9.420373164e-48 7.137158639e-28 8.632403753e-48 2.394807946e+02 6.953221802e-310 6.953226592e-310
+7 1.600000000e+02 1.614910570e+02 9.936744279e-48 6.046058017e-28 9.104463172e-48 2.052136018e+02 6.953221802e-310 6.953226592e-310
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+9 1.800000000e+02 1.817219250e+02 1.102534149e-47 1.343214569e-29 1.009983039e-47 6.515092860e+01 6.953221802e-310 6.953226592e-310
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+12 2.100000000e+02 2.120665040e+02 1.280965182e-47 2.950763813e-29 1.173137453e-47 4.394298740e+01 6.953221802e-310 6.953226592e-310
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+71 8.000000000e+02 8.003730790e+02 2.687618423e-45 1.611556277e-31 2.456214603e-45 1.579332445e-02 6.953221802e-310 6.953226592e-310
+72 8.100000000e+02 8.013681070e+02 2.256315411e-45 1.298298237e-28 2.059353206e-45 1.712292794e-02 6.953221802e-310 6.953226592e-310
+73 8.200000000e+02 8.016705130e+02 2.019553386e-45 3.336137983e-28 1.842512903e-45 1.677690979e-02 6.953221802e-310 6.953226592e-310
+74 8.300000000e+02 8.018105590e+02 1.898078682e-45 3.491596130e-28 1.731364132e-45 1.643445868e-02 6.953221802e-310 6.953226592e-310
+75 8.400000000e+02 8.018906310e+02 1.826111034e-45 8.707762371e-28 1.665540795e-45 1.620015300e-02 6.953221802e-310 6.953226592e-310
+76 8.500000000e+02 8.019422990e+02 1.778871220e-45 4.902119323e-28 1.622343803e-45 1.604992373e-02 6.953221802e-310 6.953226592e-310
+77 8.600000000e+02 8.019783390e+02 1.745584073e-45 1.136988382e-28 1.591909641e-45 1.595583903e-02 6.953221802e-310 6.953226592e-310
+78 8.700000000e+02 8.020048760e+02 1.720899464e-45 6.198222081e-28 1.569342252e-45 1.589814688e-02 6.953221802e-310 6.953226592e-310
+79 8.800000000e+02 8.020252090e+02 1.701878495e-45 4.360402711e-26 1.551953734e-45 1.586369547e-02 6.953221802e-310 6.953226592e-310
+80 8.900000000e+02 8.020412660e+02 1.686779159e-45 3.330870174e-26 1.538150914e-45 1.584406536e-02 6.953221802e-310 6.953226592e-310
+81 9.000000000e+02 8.020542520e+02 1.674505427e-45 3.747382389e-26 1.526931434e-45 1.583378104e-02 6.953221802e-310 6.953226592e-310
+82 9.100000000e+02 8.020649550e+02 1.664333856e-45 5.401139221e-26 1.517633765e-45 1.582931961e-02 6.953221802e-310 6.953226592e-310
+83 9.200000000e+02 8.020739160e+02 1.655768123e-45 3.861397064e-26 1.509804095e-45 1.582846873e-02 6.953221802e-310 6.953226592e-310
+84 9.300000000e+02 8.020815140e+02 1.648456510e-45 3.397242020e-26 1.503120855e-45 1.582976984e-02 6.953221802e-310 6.953226592e-310
+85 9.400000000e+02 8.020880250e+02 1.642142866e-45 2.979623931e-26 1.497349863e-45 1.583230503e-02 6.953221802e-310 6.953226592e-310
+86 9.500000000e+02 8.020936550e+02 1.636636305e-45 6.974558872e-28 1.492316612e-45 1.583548949e-02 6.953221802e-310 6.953226592e-310
+87 9.600000000e+02 8.020985580e+02 1.631791695e-45 2.048476016e-28 1.487888428e-45 1.583895357e-02 6.953221802e-310 6.953226592e-310
+88 9.700000000e+02 8.021028540e+02 1.627496706e-45 2.210045860e-26 1.483962628e-45 1.584247963e-02 6.953221802e-310 6.953226592e-310
+89 9.800000000e+02 8.021066360e+02 1.623663077e-45 1.123164786e-27 1.480458532e-45 1.584592222e-02 6.953221802e-310 6.953226592e-310
+90 9.900000000e+02 8.021099790e+02 1.620220479e-45 2.082514719e-27 1.477311853e-45 1.584921279e-02 6.953221802e-310 6.953226592e-310
+91 1.000000000e+03 8.021129410e+02 1.617112248e-45 6.671761633e-27 1.474470798e-45 1.585230645e-02 6.953221802e-310 6.953226592e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/myplot.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/myplot.py (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/myplot.py (revision 1053)
@@ -1,339 +1,339 @@
#!/usr/bin/env python
# import the libraries etc.
from scipy.interpolate import interp1d
import numpy as np
from scipy.interpolate import griddata
import matplotlib.pyplot as plt
import numpy.ma as ma
from numpy.random import uniform, seed
# Changes the font
from matplotlib import rcParams
#rcParams['mathtext.fontset'] = 'stixsans'
# Avoids problems with cut off labels
#rcParams.update({'figure.autolayout': True})
# define fancy colors
myred='#DA0002'
myblue ='#006DDC'
myorange ='#FF8000'
mygreen ='#01A801'
###################################################### PROTON SPIN INDEPENDENT #####################################################
# read the data
data = np.loadtxt('ProtonS_NewScheme.txt')
-data2 = np.loadtxt('ProtonS_MOSettingNewScheme.txt')
+data2 = np.loadtxt('ProtonS_newMOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M1
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Mod.\ Tree}}_p$', color='black', linestyle=':')
line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-48, 2E-44, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 1E-48, 2E-44, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these two lines
lines = line1 + line2 + line3 + line4 + line6
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_p$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
#ax1.set_xlim(600.,800.)
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-48,2E-44)
ax3.set_ylim(1E-3,1E4)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,100)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SI-p.pdf', bbox_inches='tight')
###################################################### PROTON SPIN DEPENDENT #####################################################
# read the data
data = np.loadtxt('ProtonA_NewScheme.txt')
-data2 = np.loadtxt('ProtonA_MOSettingNewScheme.txt')
+data2 = np.loadtxt('ProtonA_newMOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M1
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_p$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_p$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_p$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Mod.\ Tree}}_p$', color='black', linestyle=':')
line5 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these two lines
lines = line1 + line2 + line3 + line4 + line5
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_p$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-44,5E-42)
ax3.set_ylim(1E-3,1E4)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,100)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SD-p.pdf', bbox_inches='tight')
###################################################### NEUTRON SPIN INDEPENDENT #####################################################
# read the data
data = np.loadtxt('NeutronS_NewScheme.txt')
-data2 = np.loadtxt('NeutronS_MOSettingNewScheme.txt')
+data2 = np.loadtxt('NeutronS_newMOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M1
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_n$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_n$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_n$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Mod.\ Tree}}_n$', color='black', linestyle=':')
line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-48, 2E-44, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 1E-48, 2E-44, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these two lines
lines = line1 + line2 + line3 + line4 + line6
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_n$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
#ax1.set_xlim(600.,800.)
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-48,2E-44)
ax3.set_ylim(1E-3,1E4)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
#new_tick_locations = np.array([600.,650., 700., 750.,800.])
fit = np.polyfit(x1,x2,100)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
#labelsarray = round(fit_fn(600.),1),round(fit_fn(650.),1),round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SI-n.pdf', bbox_inches='tight')
###################################################### NEUTRON SPIN DEPENDENT #####################################################
# read the data
data = np.loadtxt('NeutronA_NewScheme.txt')
-data2 = np.loadtxt('NeutronA_MOSettingNewScheme.txt')
+data2 = np.loadtxt('NeutronA_newMOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M1
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_n$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_n$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_n$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Mod.\ Tree}}_n$', color='black', linestyle=':')
line5 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
#line4 = ax3.plot(x1, OmegaTree, linewidth=1.0, label=r'$\Omega_{\mathrm{CDM}}^{\mathrm{Tree}} h^2$', color=mygreen, linestyle='-')
#line4 = ax3.plot(x1, Fitfunction(x1), linewidth=1.0, label=r'FitfunctionMO', color=mygreen, linestyle='-')
#line4 = ax3.plot(x1, FitfunctionTree(x1), linewidth=1.0, label=r'FitfunctionTree', color='black', linestyle='-')
-ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 1E-44,5E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
#ax1.fill_between(xtest, 1E-48, 5E-45, where = np.logical_and(0.1177 < FitfunctionTree(xtest), FitfunctionTree(xtest) < 0.1221), facecolor=myorange, linewidth=0.0)
# added these two lines
lines = line1 + line2 + line3 + line4 + line5
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(-0.3, 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_n$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
#ax1.set_xlim(600.,800.)
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-44,5E-42)
ax3.set_ylim(1E-3,1E4)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
#new_tick_locations = np.array([600.,650., 700., 750.,800.])
fit = np.polyfit(x1,x2,100)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
#labelsarray = round(fit_fn(600.),1),round(fit_fn(650.),1),round(fit_fn(700.),1),round(fit_fn(750.),1),round(fit_fn(800.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SD-n.pdf', bbox_inches='tight')
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronA_newMOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronA_newMOSetting.txt (revision 0)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen1/NeutronA_newMOSetting.txt (revision 1053)
@@ -0,0 +1,91 @@
+1 1.000000000e+02 1.007939220e+02 4.159773846e-44 1.266887263e-17 3.918839156e-44 4.192920578e+02 6.953221802e-310 6.953226592e-310
+2 1.100000000e+02 1.109105210e+02 4.181193536e-44 1.232517526e-17 3.939018209e-44 3.771007443e+02 6.953221802e-310 6.953226592e-310
+3 1.200000000e+02 1.210269690e+02 4.202720258e-44 1.196291016e-17 3.959298099e-44 3.398361728e+02 6.953221802e-310 6.953226592e-310
+4 1.300000000e+02 1.311432580e+02 4.224635552e-44 1.155896803e-17 3.979944055e-44 2.822703082e+02 6.953221802e-310 6.953226592e-310
+5 1.400000000e+02 1.412593760e+02 4.247149036e-44 1.121918384e-17 4.001153558e-44 2.582946986e+02 6.953221802e-310 6.953226592e-310
+6 1.500000000e+02 1.513753130e+02 4.270422878e-44 1.080622941e-17 4.023079376e-44 2.394807946e+02 6.953221802e-310 6.953226592e-310
+7 1.600000000e+02 1.614910570e+02 4.294587201e-44 1.041984805e-17 4.045844092e-44 2.052136018e+02 6.953221802e-310 6.953226592e-310
+8 1.700000000e+02 1.716065980e+02 4.319750036e-44 5.523358358e-18 4.069549495e-44 1.190104462e+02 6.953221802e-310 6.953226592e-310
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+21 3.000000000e+02 3.030847060e+02 4.772490894e-44 5.264648732e-18 4.496067492e-44 3.036395951e+01 6.953221802e-310 6.953226592e-310
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+31 4.000000000e+02 4.041786360e+02 5.349463360e-44 1.391721155e-17 5.039621558e-44 2.452573527e+01 6.953221802e-310 6.953226592e-310
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+33 4.200000000e+02 4.243912330e+02 5.499010541e-44 7.404801585e-17 5.180506921e-44 2.368296452e+01 6.953221802e-310 6.953226592e-310
+34 4.300000000e+02 4.344966200e+02 5.579058441e-44 7.172020583e-17 5.255918431e-44 2.328329796e+01 6.953221802e-310 6.953226592e-310
+35 4.400000000e+02 4.446013660e+02 5.662890896e-44 6.921624838e-17 5.334895278e-44 2.289518181e+01 6.953221802e-310 6.953226592e-310
+36 4.500000000e+02 4.547054460e+02 5.750732022e-44 1.206375701e-17 5.417648623e-44 2.251639384e+01 6.953221802e-310 6.953226592e-310
+37 4.600000000e+02 4.648088310e+02 5.842826991e-44 8.882772207e-17 5.504409427e-44 2.214485135e+01 6.953221802e-310 6.953226592e-310
+38 4.700000000e+02 4.749114940e+02 5.939444610e-44 8.596465333e-17 5.595430921e-44 2.177830515e+01 6.953221802e-310 6.953226592e-310
+39 4.800000000e+02 4.850134020e+02 6.040880985e-44 8.675243605e-18 5.690992056e-44 2.141453986e+01 6.953221802e-310 6.953226592e-310
+40 4.900000000e+02 4.951145240e+02 6.147462943e-44 2.975077911e-17 5.791400763e-44 2.105117271e+01 6.953221802e-310 6.953226592e-310
+41 5.000000000e+02 5.052148250e+02 6.259553076e-44 6.285055004e-18 5.896998598e-44 2.068540646e+01 6.953221802e-310 6.953226592e-310
+42 5.100000000e+02 5.153142680e+02 6.377555147e-44 3.642573328e-17 6.008165955e-44 2.031427538e+01 6.953221802e-310 6.953226592e-310
+43 5.200000000e+02 5.254128130e+02 6.501920689e-44 4.212437483e-18 6.125328208e-44 1.993551581e+01 6.953221802e-310 6.953226592e-310
+44 5.300000000e+02 5.355104190e+02 6.633157162e-44 6.726615995e-19 6.248963423e-44 1.955125326e+01 6.953221802e-310 6.953226592e-310
+45 5.400000000e+02 5.456070390e+02 6.771838213e-44 3.276167018e-19 6.379612019e-44 1.914615714e+01 6.953221802e-310 6.953226592e-310
+46 5.500000000e+02 5.557026240e+02 6.918615981e-44 3.369104136e-18 6.517888379e-44 1.872097599e+01 6.953221802e-310 6.953226592e-310
+47 5.600000000e+02 5.657971190e+02 7.074236723e-44 2.481468398e-18 6.664495515e-44 1.826481591e+01 6.953221802e-310 6.953226592e-310
+48 5.700000000e+02 5.758904660e+02 7.239560466e-44 1.675848102e-18 6.820243658e-44 1.776103196e+01 6.953221802e-310 6.953226592e-310
+49 5.800000000e+02 5.859825970e+02 7.415586316e-44 1.041486957e-18 6.986074031e-44 1.717466217e+01 6.953221802e-310 6.953226592e-310
+50 5.900000000e+02 5.960734410e+02 7.603485189e-44 1.143012550e-17 7.163089744e-44 1.644748375e+01 6.953221802e-310 6.953226592e-310
+51 6.000000000e+02 6.061629150e+02 7.804642290e-44 4.224026194e-18 7.352595762e-44 1.553642453e+01 6.953221802e-310 6.953226592e-310
+52 6.100000000e+02 6.162509250e+02 8.020714604e-44 3.124032049e-18 7.556153112e-44 1.433046173e+01 6.953221802e-310 6.953226592e-310
+53 6.200000000e+02 6.263373650e+02 8.253707473e-44 1.303962203e-19 7.775650936e-44 1.280318312e+01 6.953221802e-310 6.953226592e-310
+54 6.300000000e+02 6.364221090e+02 8.506080915e-44 8.041685382e-18 8.013406834e-44 1.086622458e+01 6.953221802e-310 6.953226592e-310
+55 6.400000000e+02 6.465050110e+02 8.780897214e-44 6.434257325e-18 8.272305693e-44 8.673531229e+00 6.953221802e-310 6.953226592e-310
+56 6.500000000e+02 6.565858930e+02 9.082034150e-44 4.865834179e-18 8.556000676e-44 6.481235317e+00 6.953221802e-310 6.953226592e-310
+57 6.600000000e+02 6.666645390e+02 9.414495589e-44 3.528499377e-18 8.869205842e-44 4.568296290e+00 6.953221802e-310 6.953226592e-310
+58 6.700000000e+02 6.767406760e+02 9.784879170e-44 1.281638204e-19 9.218136702e-44 3.033547153e+00 6.953221802e-310 6.953226592e-310
+59 6.800000000e+02 6.868139560e+02 1.020210441e-43 2.414796987e-17 9.611196119e-44 1.917556713e+00 6.953221802e-310 6.953226592e-310
+60 6.900000000e+02 6.968839170e+02 1.067857918e-43 2.962446257e-17 1.006007332e-43 1.166457129e+00 6.953221802e-310 6.953226592e-310
+61 7.000000000e+02 7.069499250e+02 1.123215885e-43 6.288680848e-17 1.058158949e-43 6.901412741e-01 6.953221802e-310 6.953226592e-310
+62 7.100000000e+02 7.170110790e+02 1.188959012e-43 4.345202760e-17 1.120094213e-43 4.007210006e-01 6.953221802e-310 6.953226592e-310
+63 7.200000000e+02 7.270660330e+02 1.269293964e-43 1.095222895e-16 1.195776142e-43 2.300651891e-01 6.953221802e-310 6.953226592e-310
+64 7.300000000e+02 7.371126590e+02 1.371249865e-43 8.828230934e-17 1.291826727e-43 1.315085259e-01 6.953221802e-310 6.953226592e-310
+65 7.400000000e+02 7.471473470e+02 1.507517454e-43 1.068722087e-16 1.420201658e-43 7.529154515e-02 6.953221802e-310 6.953226592e-310
+66 7.500000000e+02 7.571633910e+02 1.703490858e-43 1.321688078e-16 1.604824224e-43 4.339256401e-02 6.953221802e-310 6.953226592e-310
+67 7.600000000e+02 7.671466800e+02 2.017828970e-43 1.099496466e-16 1.900955783e-43 2.522370962e-02 6.953221802e-310 6.953226592e-310
+68 7.700000000e+02 7.770616370e+02 2.618393842e-43 1.440742644e-17 2.466735768e-43 1.475838031e-02 6.953221802e-310 6.953226592e-310
+69 7.800000000e+02 7.867882950e+02 4.183342624e-43 2.928972895e-16 3.941042281e-43 9.175048574e-03 6.953221802e-310 6.953226592e-310
+70 7.900000000e+02 7.956645700e+02 1.099913461e-42 4.914504349e-16 1.036206170e-42 3.782142676e-03 6.953221802e-310 6.953226592e-310
+71 8.000000000e+02 8.003730790e+02 2.018117011e-42 2.397343677e-19 1.901227108e-42 1.579332445e-02 6.953221802e-310 6.953226592e-310
+72 8.100000000e+02 8.013681070e+02 1.689461331e-42 4.721650573e-18 1.591607250e-42 1.712292794e-02 6.953221802e-310 6.953226592e-310
+73 8.200000000e+02 8.016705130e+02 1.510501260e-42 8.966143980e-18 1.423012589e-42 1.677690979e-02 6.953221802e-310 6.953226592e-310
+74 8.300000000e+02 8.018105590e+02 1.418838981e-42 8.385432991e-18 1.336659411e-42 1.643445868e-02 6.953221802e-310 6.953226592e-310
+75 8.400000000e+02 8.018906310e+02 1.364573646e-42 1.968368755e-17 1.285537134e-42 1.620015300e-02 6.953221802e-310 6.953226592e-310
+76 8.500000000e+02 8.019422990e+02 1.328968203e-42 1.943037305e-17 1.251993963e-42 1.604992373e-02 6.953221802e-310 6.953226592e-310
+77 8.600000000e+02 8.019783390e+02 1.303884874e-42 7.648097567e-18 1.228363461e-42 1.595583903e-02 6.953221802e-310 6.953226592e-310
+78 8.700000000e+02 8.020048760e+02 1.285285748e-42 8.280065882e-18 1.210841595e-42 1.589814688e-02 6.953221802e-310 6.953226592e-310
+79 8.800000000e+02 8.020252090e+02 1.270954427e-42 7.202054678e-16 1.197340337e-42 1.586369547e-02 6.953221802e-310 6.953226592e-310
+80 8.900000000e+02 8.020412660e+02 1.259577607e-42 4.928462211e-16 1.186622461e-42 1.584406536e-02 6.953221802e-310 6.953226592e-310
+81 9.000000000e+02 8.020542520e+02 1.250329020e-42 5.647425191e-16 1.177909548e-42 1.583378104e-02 6.953221802e-310 6.953226592e-310
+82 9.100000000e+02 8.020649550e+02 1.242663340e-42 9.708416280e-16 1.170687863e-42 1.582931961e-02 6.953221802e-310 6.953226592e-310
+83 9.200000000e+02 8.020739160e+02 1.236206638e-42 6.492153901e-16 1.164605129e-42 1.582846873e-02 6.953221802e-310 6.953226592e-310
+84 9.300000000e+02 8.020815140e+02 1.230693815e-42 5.638940865e-16 1.159411607e-42 1.582976984e-02 6.953221802e-310 6.953226592e-310
+85 9.400000000e+02 8.020880250e+02 1.225932025e-42 4.875605974e-16 1.154925614e-42 1.583230503e-02 6.953221802e-310 6.953226592e-310
+86 9.500000000e+02 8.020936550e+02 1.221777345e-42 1.938525854e-17 1.151011571e-42 1.583548949e-02 6.953221802e-310 6.953226592e-310
+87 9.600000000e+02 8.020985580e+02 1.218120428e-42 7.235130645e-18 1.147566460e-42 1.583895357e-02 6.953221802e-310 6.953226592e-310
+88 9.700000000e+02 8.021028540e+02 1.214876628e-42 3.606532513e-16 1.144510537e-42 1.584247963e-02 6.953221802e-310 6.953226592e-310
+89 9.800000000e+02 8.021066360e+02 1.211979551e-42 2.168980030e-17 1.141781255e-42 1.584592222e-02 6.953221802e-310 6.953226592e-310
+90 9.900000000e+02 8.021099790e+02 1.209376123e-42 4.059127063e-17 1.139328614e-42 1.584921279e-02 6.953221802e-310 6.953226592e-310
+91 1.000000000e+03 8.021129410e+02 1.207023624e-42 1.450710046e-16 1.137112371e-42 1.585230645e-02 6.953221802e-310 6.953226592e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/ProtonA_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/ProtonA_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/ProtonA_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
-1 1.000000000e+02 9.843255150e+01 1.374554035e-43 2.404975299e-20 1.314483706e-43 8.758942931e+00 6.953221833e-310 6.953229969e-310
-2 1.100000000e+02 1.083216750e+02 1.426836061e-43 2.200661154e-22 1.364480927e-43 7.465537855e+00 6.953221833e-310 6.953229969e-310
-3 1.200000000e+02 1.182071710e+02 1.485062511e-43 1.098586161e-22 1.420162810e-43 6.360887938e+00 6.953221833e-310 6.953229969e-310
-4 1.300000000e+02 1.280886500e+02 1.550024433e-43 3.269084826e-21 1.482285837e-43 5.301756123e+00 6.953221833e-310 6.953229969e-310
-5 1.400000000e+02 1.379656860e+02 1.622616813e-43 7.783512604e-21 1.551705880e-43 4.527385955e+00 6.953221833e-310 6.953229969e-310
-6 1.500000000e+02 1.478378170e+02 1.703869022e-43 5.313803144e-23 1.629407329e-43 3.863323393e+00 6.953221833e-310 6.953229969e-310
-7 1.600000000e+02 1.577045380e+02 1.794978057e-43 1.301723189e-20 1.716534873e-43 3.252801302e+00 6.953221833e-310 6.953229969e-310
-8 1.700000000e+02 1.675652910e+02 1.897348866e-43 9.338191031e-22 1.814432064e-43 2.670980441e+00 6.953221833e-310 6.953229969e-310
-9 1.800000000e+02 1.774194650e+02 2.012638096e-43 2.895863185e-20 1.924683159e-43 2.104397913e+00 6.953221833e-310 6.953229969e-310
-10 1.900000000e+02 1.872663760e+02 2.142816014e-43 5.011336263e-21 2.049172328e-43 1.593601148e+00 6.953221833e-310 6.953229969e-310
-11 2.000000000e+02 1.971052670e+02 2.290234266e-43 5.549841558e-20 2.190148456e-43 1.114013431e+00 6.953221833e-310 6.953229969e-310
-12 2.100000000e+02 2.069352870e+02 2.457718398e-43 3.037296253e-22 2.350313618e-43 6.521558596e-01 6.953221833e-310 6.953229969e-310
-13 2.200000000e+02 2.167554800e+02 2.648680952e-43 2.171600071e-20 2.532931239e-43 2.674012552e-01 6.953221833e-310 6.953229969e-310
-14 2.300000000e+02 2.265647650e+02 2.867268497e-43 2.118831800e-21 2.741966696e-43 6.610671601e-02 6.953221833e-310 6.953229969e-310
-15 2.400000000e+02 2.363619140e+02 3.118551479e-43 7.041015714e-21 2.982268871e-43 1.019185560e-02 6.953221833e-310 6.953229969e-310
-16 2.500000000e+02 2.461455260e+02 3.408766982e-43 1.308778766e-21 3.259802311e-43 1.006328223e-03 6.953221833e-310 6.953229969e-310
-17 2.600000000e+02 2.559139900e+02 3.745642092e-43 1.665732745e-23 3.581956455e-43 2.614731604e-02 6.953221833e-310 6.953229969e-310
-18 2.700000000e+02 2.656654490e+02 4.138813953e-43 4.836487977e-22 3.957947346e-43 1.195537680e-01 6.953221833e-310 6.953229969e-310
-19 2.800000000e+02 2.753977470e+02 4.600392966e-43 4.673828779e-21 4.399356208e-43 2.401803331e-01 6.953221833e-310 6.953229969e-310
-20 2.900000000e+02 2.851083670e+02 5.145717532e-43 2.776951126e-20 4.920851229e-43 3.649284399e-01 6.953221833e-310 6.953229969e-310
-21 3.000000000e+02 2.947943510e+02 5.794368863e-43 6.890067189e-23 5.541158015e-43 4.459966184e-01 6.953221833e-310 6.953229969e-310
-22 3.100000000e+02 3.044522030e+02 6.571556229e-43 1.060475505e-20 6.284384326e-43 4.204559782e-01 6.953221833e-310 6.953229969e-310
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+43 5.200000000e+02 4.699116510e+02 3.152660929e-41 8.525323282e-21 3.014954675e-41 5.882938860e-02 6.953216326e-310 6.953228804e-310
+44 5.300000000e+02 4.728357340e+02 3.184012648e-41 1.294388066e-19 3.044944165e-41 5.288366132e-02 6.953216326e-310 6.953228804e-310
+45 5.400000000e+02 4.752585490e+02 3.133766148e-41 3.218542893e-21 2.996899425e-41 4.857728589e-02 6.953216326e-310 6.953228804e-310
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+47 5.600000000e+02 4.789381930e+02 2.894412956e-41 1.532328629e-20 2.768012918e-41 4.309679241e-02 6.953216326e-310 6.953228804e-310
+48 5.700000000e+02 4.803380240e+02 2.746764528e-41 1.241215587e-20 2.626818286e-41 4.133587644e-02 6.953216326e-310 6.953228804e-310
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+51 6.000000000e+02 4.833871790e+02 2.319030628e-41 2.080895936e-19 2.217776765e-41 3.807880533e-02 6.953216326e-310 6.953228804e-310
+52 6.100000000e+02 4.841330900e+02 2.194370030e-41 2.240842486e-20 2.098563191e-41 3.739566096e-02 6.953216326e-310 6.953228804e-310
+53 6.200000000e+02 4.847831400e+02 2.080295065e-41 3.308279115e-21 1.989472473e-41 3.683442922e-02 6.953216326e-310 6.953228804e-310
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+55 6.400000000e+02 4.858579110e+02 1.882164361e-41 1.074064448e-19 1.799998133e-41 3.597338127e-02 6.953216326e-310 6.953228804e-310
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+58 6.700000000e+02 4.870674470e+02 1.648352121e-41 3.654996407e-20 1.576400393e-41 3.509823388e-02 6.953216326e-310 6.953228804e-310
+59 6.800000000e+02 4.873930050e+02 1.584078168e-41 2.452747607e-21 1.514934212e-41 3.487875123e-02 6.953216326e-310 6.953228804e-310
+60 6.900000000e+02 4.876884420e+02 1.525435981e-41 2.456465060e-19 1.458853702e-41 3.468570851e-02 6.953216326e-310 6.953228804e-310
+61 7.000000000e+02 4.879576670e+02 1.471812092e-41 5.262526882e-20 1.407572234e-41 3.451408412e-02 6.953216326e-310 6.953228804e-310
+62 7.100000000e+02 4.882039600e+02 1.422662606e-41 2.592434614e-21 1.360569678e-41 3.436074742e-02 6.953216326e-310 6.953228804e-310
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+64 7.300000000e+02 4.886383910e+02 1.335923051e-41 1.210749799e-20 1.277618950e-41 3.409866866e-02 6.953216326e-310 6.953228804e-310
+65 7.400000000e+02 4.888308790e+02 1.297538110e-41 1.674209139e-20 1.240910641e-41 3.398590243e-02 6.953216326e-310 6.953228804e-310
+66 7.500000000e+02 4.890092670e+02 1.262026168e-41 3.512003799e-21 1.206949816e-41 3.388319956e-02 6.953216326e-310 6.953228804e-310
+67 7.600000000e+02 4.891750400e+02 1.229099140e-41 5.260641733e-22 1.175460978e-41 3.378928359e-02 6.953216326e-310 6.953228804e-310
+68 7.700000000e+02 4.893294790e+02 1.198503629e-41 1.065465784e-20 1.146201804e-41 3.370309212e-02 6.953216326e-310 6.953228804e-310
+69 7.800000000e+02 4.894737050e+02 1.170016087e-41 2.640737514e-20 1.118958510e-41 3.362373804e-02 6.953216326e-310 6.953228804e-310
+70 7.900000000e+02 4.896086930e+02 1.143438350e-41 3.670355320e-20 1.093541592e-41 3.355043512e-02 6.953216326e-310 6.953228804e-310
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+72 8.100000000e+02 4.898542880e+02 1.095331915e-41 1.685021590e-20 1.047536233e-41 3.341951742e-02 6.953216326e-310 6.953228804e-310
+73 8.200000000e+02 4.899663190e+02 1.073508851e-41 7.058486700e-21 1.026666288e-41 3.336084295e-02 6.953216326e-310 6.953228804e-310
+74 8.300000000e+02 4.900719890e+02 1.053002986e-41 5.126761758e-20 1.007056004e-41 3.330608408e-02 6.953216326e-310 6.953228804e-310
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+79 8.800000000e+02 4.905215680e+02 9.667404927e-42 1.928480982e-22 9.245608538e-42 3.307970381e-02 6.953216326e-310 6.953228804e-310
+80 8.900000000e+02 4.905984170e+02 9.521758237e-42 1.954882283e-20 9.106322483e-42 3.304210117e-02 6.953216326e-310 6.953228804e-310
+81 9.000000000e+02 4.906716350e+02 9.383539970e-42 8.834260208e-21 8.974140382e-42 3.300658503e-02 6.953216326e-310 6.953228804e-310
+82 9.100000000e+02 4.907414770e+02 9.252216256e-42 3.130694706e-21 8.848551686e-42 3.297299258e-02 6.953216326e-310 6.953228804e-310
+83 9.200000000e+02 4.908081730e+02 9.127295205e-42 1.181458938e-20 8.729085993e-42 3.294118031e-02 6.953216326e-310 6.953228804e-310
+84 9.300000000e+02 4.908719330e+02 9.008340504e-42 4.017965656e-21 8.615326047e-42 3.291102597e-02 6.953216326e-310 6.953228804e-310
+85 9.400000000e+02 4.909329500e+02 8.894943128e-42 5.494593021e-20 8.506880694e-42 3.288241223e-02 6.953216326e-310 6.953228804e-310
+86 9.500000000e+02 4.909913970e+02 8.786735018e-42 1.383352305e-21 8.403397949e-42 3.285522826e-02 6.953216326e-310 6.953228804e-310
+87 9.600000000e+02 4.910474370e+02 8.683378099e-42 7.722237101e-22 8.304554506e-42 3.282938011e-02 6.953216326e-310 6.953228804e-310
+88 9.700000000e+02 4.911012170e+02 8.584560858e-42 2.517582056e-21 8.210052459e-42 3.280477532e-02 6.953216326e-310 6.953228804e-310
+89 9.800000000e+02 4.911528740e+02 8.490001188e-42 4.847016213e-21 8.119622024e-42 3.278133890e-02 6.953216326e-310 6.953228804e-310
+90 9.900000000e+02 4.912025310e+02 8.399436115e-42 9.667541015e-21 8.033011713e-42 3.275899790e-02 6.953216326e-310 6.953228804e-310
+91 1.000000000e+03 4.912503050e+02 8.312621505e-42 2.412105230e-20 7.949988055e-42 3.273768894e-02 6.953216326e-310 6.953228804e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SD-n.pdf
===================================================================
Binary files branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SD-n.pdf (revision 1052) and branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SD-n.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/ProtonS_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/ProtonS_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/ProtonS_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
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+76 8.500000000e+02 4.902663000e+02 8.613788569e-45 3.775735548e-29 8.531159257e-45 3.320692321e-02 6.953216326e-310 6.953228804e-310
+77 8.600000000e+02 4.903558350e+02 8.458921054e-45 2.586381244e-30 8.377141843e-45 3.316190442e-02 6.953216326e-310 6.953228804e-310
+78 8.700000000e+02 4.904408110e+02 8.312918223e-45 1.640848600e-30 8.231996717e-45 3.311957045e-02 6.953216326e-310 6.953228804e-310
+79 8.800000000e+02 4.905215680e+02 8.175066482e-45 4.196887285e-31 8.095005197e-45 3.307970381e-02 6.953216326e-310 6.953228804e-310
+80 8.900000000e+02 4.905984170e+02 8.044724366e-45 4.293455739e-29 7.965521749e-45 3.304210117e-02 6.953216326e-310 6.953228804e-310
+81 9.000000000e+02 4.906716350e+02 7.921314101e-45 1.970494528e-29 7.842965285e-45 3.300658503e-02 6.953216326e-310 6.953228804e-310
+82 9.100000000e+02 4.907414770e+02 7.804314329e-45 6.773223359e-30 7.726811819e-45 3.297299258e-02 6.953216326e-310 6.953228804e-310
+83 9.200000000e+02 4.908081730e+02 7.693253203e-45 2.589894102e-29 7.616587402e-45 3.294118031e-02 6.953216326e-310 6.953228804e-310
+84 9.300000000e+02 4.908719330e+02 7.587703257e-45 9.034356493e-30 7.511862918e-45 3.291102597e-02 6.953216326e-310 6.953228804e-310
+85 9.400000000e+02 4.909329500e+02 7.487275755e-45 1.193950233e-28 7.412248361e-45 3.288241223e-02 6.953216326e-310 6.953228804e-310
+86 9.500000000e+02 4.909913970e+02 7.391616956e-45 3.111328581e-30 7.317388994e-45 3.285522826e-02 6.953216326e-310 6.953228804e-310
+87 9.600000000e+02 4.910474370e+02 7.300404460e-45 1.683335344e-30 7.226961696e-45 3.282938011e-02 6.953216326e-310 6.953228804e-310
+88 9.700000000e+02 4.911012170e+02 7.213343329e-45 5.328342584e-30 7.140671005e-45 3.280477532e-02 6.953216326e-310 6.953228804e-310
+89 9.800000000e+02 4.911528740e+02 7.130163875e-45 1.090108597e-29 7.058246896e-45 3.278133890e-02 6.953216326e-310 6.953228804e-310
+90 9.900000000e+02 4.912025310e+02 7.050618704e-45 2.150650300e-29 6.979441737e-45 3.275899790e-02 6.953216326e-310 6.953228804e-310
+91 1.000000000e+03 4.912503050e+02 6.974480683e-45 5.308209051e-29 6.904028302e-45 3.273768894e-02 6.953216326e-310 6.953228804e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SD-p.pdf
===================================================================
Cannot display: file marked as a binary type.
svn:mime-type = application/octet-stream
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/myplot.py
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/myplot.py (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/myplot.py (revision 1053)
@@ -1,326 +1,326 @@
#!/usr/bin/env python
# import the libraries etc.
from scipy.interpolate import interp1d
import numpy as np
from scipy.interpolate import griddata
import matplotlib.pyplot as plt
import numpy.ma as ma
from numpy.random import uniform, seed
# Changes the font
from matplotlib import rcParams
#rcParams['mathtext.fontset'] = 'stixsans'
# Avoids problems with cut off labels
#rcParams.update({'figure.autolayout': True})
# define fancy colors
myred='#DA0002'
myblue ='#006DDC'
myorange ='#FF8000'
mygreen ='#01A801'
###################################################### PROTON SPIN INDEPENDENT #####################################################
# read the data
data = np.loadtxt('ProtonS.txt')
data2 = np.loadtxt('ProtonS_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_p$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_p$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_p$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Mod.\ Tree}}_p$', color='black', linestyle=':')
line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 2E-46, 3E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 2E-46, 3E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these lines
lines = line1 + line2 + line3 + line4 + line6
#lines = line1 + line2 + line6
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(0., 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_p$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(2E-46,3E-42)
ax3.set_ylim(2E-4,2E1)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SI-p.pdf', bbox_inches='tight')
###################################################### PROTON SPIN DEPENDENT #####################################################
# read the data
data = np.loadtxt('ProtonA.txt')
data2 = np.loadtxt('ProtonA_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_p$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_p$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_p$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Mod.\ Tree}}_p$', color='black', linestyle=':')
line5 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest,1E-43,2E-39, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest,1E-43,2E-39, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these lines
lines = line1 + line2 + line3 + line4 + line5
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(0., 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_p$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-43,2E-39)
ax3.set_ylim(2E-4,2E1)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SD-p.pdf', bbox_inches='tight')
###################################################### NEUTRON SPIN INDEPENDENT #####################################################
# read the data
data = np.loadtxt('NeutronS.txt')
data2 = np.loadtxt('NeutronS_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Tree}}_n$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ NLO}}_n$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ MO}}_n$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SI,\ Mod.\ Tree}}_n$', color='black', linestyle=':')
line6 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 2E-46, 3E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 2E-46, 3E-42, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these lines
lines = line1 + line2 + line3 + line4 + line6
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(0., 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SI}}_n$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(2E-46,3E-42)
ax3.set_ylim(2E-4,2E1)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SI-n.pdf', bbox_inches='tight')
###################################################### NEUTRON SPIN DEPENDENT #####################################################
# read the data
data = np.loadtxt('NeutronA.txt')
data2 = np.loadtxt('NeutronA_MOSetting.txt')
SigmaMO = data2[:,3]
SigmaTree = data[:,5]
SigmaTree2 = data2[:,5]
SigmaNLO = data[:,4]
OmegaMO = data[:,6]
OmegaTree = data[:,7]
OmegaNLO = data[:,8]
x1= data[:,1] # M2
x2= data[:,2] # M_Neut
xtest = np.linspace(100,1000,10000)
#### DD Plot
fig = plt.figure()
ax1 = fig.add_subplot(111)
ax1.set_yscale('log')
ax2 = ax1.twiny()
ax3 = ax1.twinx()
ax3.set_yscale('log')
FitfunctionMO = interp1d(x1, OmegaMO, 'cubic')
FitfunctionTree = interp1d(x1, OmegaTree, 'cubic')
line1 = ax1.plot(x1, SigmaTree, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Tree}}_n$', color='black', linestyle='-')
line2 = ax1.plot(x1, SigmaNLO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ NLO}}_n$', color=myblue, linestyle='-')
line3 = ax1.plot(x1, SigmaMO, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ MO}}_n$', color=myorange, linestyle='-')
line4 = ax1.plot(x1, SigmaTree2, linewidth=1.0, label=r'$\sigma^{\mathrm{SD,\ Mod.\ Tree}}_n$', color='black', linestyle=':')
line5 = ax3.plot(x1, OmegaMO, linewidth=1.0, label=r'$\Omega^{\mathrm{MO}} h^2$', color=myorange, linestyle='--')
-ax1.fill_between(xtest, 1E-43,2E-39, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor=myorange, linewidth=0.5)
+ax1.fill_between(xtest, 1E-43,2E-39, where = np.logical_and(0.1177 < FitfunctionMO(xtest), FitfunctionMO(xtest) < 0.1221), facecolor='black', linewidth=0.5)
# added these two lines
lines = line1 + line2 + line3 + line4 + line5
labs = [l.get_label() for l in lines]
ax1.legend(lines, labs, bbox_to_anchor=(0., 0.88, 1., .102), frameon=False, ncol=2)
# Label the axes
ax1.set_xlabel('$M_1$ [GeV]',fontsize=20)
ax1.set_ylabel(r'$\sigma^{\mathrm{SD}}_n$ [cm$^{-2}$]',fontsize=20)
ax3.set_ylabel(r'$\Omega h^2$ [$\rho_c$]',fontsize=20)
ax2.set_xlabel(r'$m_{\tilde{\chi}^0_1}$ [GeV]',fontsize=20)
plt.tick_params(axis='both', which='major', labelsize=12)
plt.tick_params(axis='both', which='minor', labelsize=10)
# set x/y limits
ax1.set_xlim(100.,1000.)
ax1.set_ylim(1E-43,2E-39)
ax3.set_ylim(2E-4,2E1)
#design second x axis
new_tick_locations = np.array([100., 200., 300., 400., 500., 600., 700., 800., 900., 1000.])
fit = np.polyfit(x1,x2,50)
fit_fn = np.poly1d(fit)
labelsarray = round(fit_fn(100.),1),round(fit_fn(200.),1),round(fit_fn(300.),1),round(fit_fn(400.),1),round(fit_fn(500.),1),round(fit_fn(600.),1),round(fit_fn(700.),1),round(fit_fn(800.),1),round(fit_fn(900.),1),round(fit_fn(1000.),1)
ax2.set_xlim(ax1.get_xlim())
ax2.set_xticks(new_tick_locations)
ax2.set_xticklabels(labelsarray)
ax2.xaxis.set_label_coords(0.5, 1.08)
# and save it to a file
plt.savefig('SD-n.pdf', bbox_inches='tight')
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SI-n.pdf
===================================================================
Binary files branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SI-n.pdf (revision 1052) and branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SI-n.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SI-p.pdf
===================================================================
Binary files branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SI-p.pdf (revision 1052) and branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/SI-p.pdf (revision 1053) differ
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/NeutronA_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/NeutronA_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/NeutronA_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
-1 1.000000000e+02 9.843255150e+01 1.179218959e-42 9.377691650e-20 1.127747632e-42 8.758942931e+00 6.953221833e-310 6.953229969e-310
-2 1.100000000e+02 1.083216750e+02 1.205619803e-42 8.581033236e-22 1.152996133e-42 7.465537855e+00 6.953221833e-310 6.953229969e-310
-3 1.200000000e+02 1.182071710e+02 1.234657343e-42 4.283722570e-22 1.180766244e-42 6.360887938e+00 6.953221833e-310 6.953229969e-310
-4 1.300000000e+02 1.280886500e+02 1.266647295e-42 1.274718211e-20 1.211359901e-42 5.301756123e+00 6.953221833e-310 6.953229969e-310
-5 1.400000000e+02 1.379656860e+02 1.301923976e-42 3.035038968e-20 1.245096829e-42 4.527385955e+00 6.953221833e-310 6.953229969e-310
-6 1.500000000e+02 1.478378170e+02 1.340852867e-42 2.072023041e-22 1.282326556e-42 3.863323393e+00 6.953221833e-310 6.953229969e-310
-7 1.600000000e+02 1.577045380e+02 1.383841835e-42 5.075844521e-20 1.323439147e-42 3.252801302e+00 6.953221833e-310 6.953229969e-310
-8 1.700000000e+02 1.675652910e+02 1.431352929e-42 3.641269524e-21 1.368876483e-42 2.670980441e+00 6.953221833e-310 6.953229969e-310
-9 1.800000000e+02 1.774194650e+02 1.483914018e-42 1.129193864e-19 1.419143392e-42 2.104397913e+00 6.953221833e-310 6.953229969e-310
-10 1.900000000e+02 1.872663760e+02 1.542133941e-42 1.954089087e-20 1.474822140e-42 1.593601148e+00 6.953221833e-310 6.953229969e-310
-11 2.000000000e+02 1.971052670e+02 1.606718324e-42 2.164071975e-19 1.536587552e-42 1.114013431e+00 6.953221833e-310 6.953229969e-310
-12 2.100000000e+02 2.069352870e+02 1.678490110e-42 1.184345969e-21 1.605226652e-42 6.521558596e-01 6.953221833e-310 6.953229969e-310
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+33 4.200000000e+02 4.066323870e+02 1.172395333e-41 6.238232127e-20 1.121220506e-41 2.194036114e-01 6.953216326e-310 6.953228804e-310
+34 4.300000000e+02 4.151168900e+02 1.381275782e-41 7.212971877e-19 1.320982723e-41 2.086601366e-01 6.953216326e-310 6.953228804e-310
+35 4.400000000e+02 4.233147170e+02 1.633249552e-41 2.950010766e-20 1.561956819e-41 1.944072181e-01 6.953216326e-310 6.953228804e-310
+36 4.500000000e+02 4.311579230e+02 1.930483853e-41 1.981090719e-20 1.846215186e-41 1.764251168e-01 6.953216326e-310 6.953228804e-310
+37 4.600000000e+02 4.385667450e+02 2.267783610e-41 1.339815234e-18 2.168789238e-41 1.554081569e-01 6.953216326e-310 6.953228804e-310
+38 4.700000000e+02 4.454536970e+02 2.627577130e-41 7.765969993e-20 2.512873994e-41 1.331239439e-01 6.953216326e-310 6.953228804e-310
+39 4.800000000e+02 4.517329120e+02 2.976915138e-41 7.272517690e-20 2.846958230e-41 1.116338075e-01 6.953216326e-310 6.953228804e-310
+40 4.900000000e+02 4.573347190e+02 3.271499960e-41 7.053204391e-19 3.128677939e-41 9.307153593e-02 6.953216326e-310 6.953228804e-310
+41 5.000000000e+02 4.622216410e+02 3.469322296e-41 5.854172453e-20 3.317857968e-41 7.823792986e-02 6.953216326e-310 6.953228804e-310
+42 5.100000000e+02 4.663986130e+02 3.547736349e-41 1.020802360e-18 3.392841733e-41 6.704640406e-02 6.953216326e-310 6.953228804e-310
+43 5.200000000e+02 4.699116510e+02 3.511600174e-41 3.324339320e-20 3.358275990e-41 5.882938860e-02 6.953216326e-310 6.953228804e-310
+44 5.300000000e+02 4.728357340e+02 3.386964637e-41 5.047298667e-19 3.239075011e-41 5.288366132e-02 6.953216326e-310 6.953228804e-310
+45 5.400000000e+02 4.752585490e+02 3.207286761e-41 1.255029094e-20 3.067235625e-41 4.857728589e-02 6.953216326e-310 6.953228804e-310
+46 5.500000000e+02 4.772668270e+02 3.002223488e-41 4.769410629e-19 2.871120195e-41 4.543031910e-02 6.953216326e-310 6.953228804e-310
+47 5.600000000e+02 4.789381930e+02 2.792921531e-41 5.975117540e-20 2.670952187e-41 4.309679241e-02 6.953216326e-310 6.953228804e-310
+48 5.700000000e+02 4.803380240e+02 2.592149338e-41 4.839959787e-20 2.478942471e-41 4.133587644e-02 6.953216326e-310 6.953228804e-310
+49 5.800000000e+02 4.815194390e+02 2.406393641e-41 6.245159046e-20 2.301294416e-41 3.998234859e-02 6.953216326e-310 6.953228804e-310
+50 5.900000000e+02 4.825247090e+02 2.238114987e-41 2.625123168e-19 2.140360988e-41 3.892272890e-02 6.953216326e-310 6.953228804e-310
+51 6.000000000e+02 4.833871790e+02 2.087464536e-41 8.114185294e-19 1.996286609e-41 3.807880533e-02 6.953216326e-310 6.953228804e-310
+52 6.100000000e+02 4.841330900e+02 1.953408969e-41 8.737876348e-20 1.868082963e-41 3.739566096e-02 6.953216326e-310 6.953228804e-310
+53 6.200000000e+02 4.847831400e+02 1.834401460e-41 1.290020802e-20 1.754270667e-41 3.683442922e-02 6.953216326e-310 6.953228804e-310
+54 6.300000000e+02 4.853537230e+02 1.728755266e-41 1.370736397e-19 1.653236552e-41 3.636719638e-02 6.953216326e-310 6.953228804e-310
+55 6.400000000e+02 4.858579110e+02 1.634831994e-41 4.188175852e-19 1.563413703e-41 3.597338127e-02 6.953216326e-310 6.953228804e-310
+56 6.500000000e+02 4.863061980e+02 1.551131723e-41 5.733104722e-19 1.483367647e-41 3.563779627e-02 6.953216326e-310 6.953228804e-310
+57 6.600000000e+02 4.867070710e+02 1.476322519e-41 2.732589370e-19 1.411824569e-41 3.534902040e-02 6.953216326e-310 6.953228804e-310
+58 6.700000000e+02 4.870674470e+02 1.409242195e-41 1.425218735e-19 1.347673000e-41 3.509823388e-02 6.953216326e-310 6.953228804e-310
+59 6.800000000e+02 4.873930050e+02 1.348888920e-41 9.564173213e-21 1.289954830e-41 3.487875123e-02 6.953216326e-310 6.953228804e-310
+60 6.900000000e+02 4.876884420e+02 1.294401617e-41 9.578669065e-19 1.237846550e-41 3.468570851e-02 6.953216326e-310 6.953228804e-310
+61 7.000000000e+02 4.879576670e+02 1.245043130e-41 2.052054582e-19 1.190643201e-41 3.451408412e-02 6.953216326e-310 6.953228804e-310
+62 7.100000000e+02 4.882039600e+02 1.200182571e-41 1.010886559e-20 1.147741423e-41 3.436074742e-02 6.953216326e-310 6.953228804e-310
+63 7.200000000e+02 4.884300860e+02 1.159279028e-41 1.018480946e-19 1.108623914e-41 3.422301149e-02 6.953216326e-310 6.953228804e-310
+64 7.300000000e+02 4.886383910e+02 1.121868413e-41 4.721162932e-20 1.072846842e-41 3.409866866e-02 6.953216326e-310 6.953228804e-310
+65 7.400000000e+02 4.888308790e+02 1.087550786e-41 6.528362760e-20 1.040027724e-41 3.398590243e-02 6.953216326e-310 6.953228804e-310
+66 7.500000000e+02 4.890092670e+02 1.055982041e-41 1.369460640e-20 1.009837477e-41 3.388319956e-02 6.953216326e-310 6.953228804e-310
+67 7.600000000e+02 4.891750400e+02 1.026863492e-41 2.051319564e-21 9.819904511e-42 3.378928359e-02 6.953216326e-310 6.953228804e-310
+68 7.700000000e+02 4.893294790e+02 9.999361647e-42 4.154646635e-20 9.562389779e-42 3.370309212e-02 6.953216326e-310 6.953228804e-310
+69 7.800000000e+02 4.894737050e+02 9.749745811e-42 1.029721613e-19 9.323674220e-42 3.362373804e-02 6.953216326e-310 6.953228804e-310
+70 7.900000000e+02 4.896086930e+02 9.517813302e-42 1.431207800e-19 9.101869906e-42 3.355043512e-02 6.953216326e-310 6.953228804e-310
+71 8.000000000e+02 4.897353020e+02 9.301840065e-42 2.497523484e-20 8.895328046e-42 3.348255051e-02 6.953216326e-310 6.953228804e-310
+72 8.100000000e+02 4.898542880e+02 9.100304009e-42 6.570524981e-20 8.702592998e-42 3.341951742e-02 6.953216326e-310 6.953228804e-310
+73 8.200000000e+02 4.899663190e+02 8.911866231e-42 2.752366137e-20 8.522384312e-42 3.336084295e-02 6.953216326e-310 6.953228804e-310
+74 8.300000000e+02 4.900719890e+02 8.735342221e-42 1.999114765e-19 8.353569189e-42 3.330608408e-02 6.953216326e-310 6.953228804e-310
+75 8.400000000e+02 4.901718250e+02 8.569680398e-42 3.273328751e-19 8.195141961e-42 3.325488485e-02 6.953216326e-310 6.953228804e-310
+76 8.500000000e+02 4.902663000e+02 8.413945793e-42 6.788747964e-20 8.046208475e-42 3.320692321e-02 6.953216326e-310 6.953228804e-310
+77 8.600000000e+02 4.903558350e+02 8.267301606e-42 4.547494084e-21 7.905968467e-42 3.316190442e-02 6.953216326e-310 6.953228804e-310
+78 8.700000000e+02 4.904408110e+02 8.129004400e-42 2.958029942e-21 7.773710959e-42 3.311957045e-02 6.953216326e-310 6.953228804e-310
+79 8.800000000e+02 4.905215680e+02 7.998383910e-42 7.519863225e-22 7.648794948e-42 3.307970381e-02 6.953216326e-310 6.953228804e-310
+80 8.900000000e+02 4.905984170e+02 7.874837768e-42 7.622811895e-20 7.530644366e-42 3.304210117e-02 6.953216326e-310 6.953228804e-310
+81 9.000000000e+02 4.906716350e+02 7.757825029e-42 3.444806089e-20 7.418741888e-42 3.300658503e-02 6.953216326e-310 6.953228804e-310
+82 9.100000000e+02 4.907414770e+02 7.646857306e-42 1.220774101e-20 7.312620450e-42 3.297299258e-02 6.953216326e-310 6.953228804e-310
+83 9.200000000e+02 4.908081730e+02 7.541487344e-42 4.606947169e-20 7.211852324e-42 3.294118031e-02 6.953216326e-310 6.953228804e-310
+84 9.300000000e+02 4.908719330e+02 7.441318771e-42 1.566754092e-20 7.116058445e-42 3.291102597e-02 6.953216326e-310 6.953228804e-310
+85 9.400000000e+02 4.909329500e+02 7.345982674e-42 2.142545834e-19 7.024886009e-42 3.288241223e-02 6.953216326e-310 6.953228804e-310
+86 9.500000000e+02 4.909913970e+02 7.255147679e-42 5.394204297e-21 6.938018109e-42 3.285522826e-02 6.953216326e-310 6.953228804e-310
+87 9.600000000e+02 4.910474370e+02 7.168510622e-42 3.011187023e-21 6.855164819e-42 3.282938011e-02 6.953216326e-310 6.953228804e-310
+88 9.700000000e+02 4.911012170e+02 7.085793218e-42 9.816986708e-21 6.776060005e-42 3.280477532e-02 6.953216326e-310 6.953228804e-310
+89 9.800000000e+02 4.911528740e+02 7.006743866e-42 1.890031603e-20 6.700463052e-42 3.278133890e-02 6.953216326e-310 6.953228804e-310
+90 9.900000000e+02 4.912025310e+02 6.931129029e-42 3.769733193e-20 6.628150621e-42 3.275899790e-02 6.953216326e-310 6.953228804e-310
+91 1.000000000e+03 4.912503050e+02 6.858732729e-42 9.405693875e-20 6.558916164e-42 3.273768894e-02 6.953216326e-310 6.953228804e-310
Index: branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/NeutronS_MOSetting.txt
===================================================================
--- branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/NeutronS_MOSetting.txt (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/figures/CrossSectionsScen2/NeutronS_MOSetting.txt (revision 1053)
@@ -1,91 +1,91 @@
-1 1.000000000e+02 9.843255150e+01 2.437556266e-45 2.195709211e-29 2.703791797e-45 8.758942931e+00 6.953221833e-310 6.953229969e-310
-2 1.100000000e+02 1.083216750e+02 2.582088250e-45 3.418867953e-29 2.860381456e-45 7.465537855e+00 6.953221833e-310 6.953229969e-310
-3 1.200000000e+02 1.182071710e+02 2.738259539e-45 1.612553639e-29 3.029653810e-45 6.360887938e+00 6.953221833e-310 6.953229969e-310
-4 1.300000000e+02 1.280886500e+02 2.907528363e-45 1.404587522e-29 3.213205744e-45 5.301756123e+00 6.953221833e-310 6.953229969e-310
-5 1.400000000e+02 1.379656860e+02 3.091520334e-45 1.600088855e-29 3.412817001e-45 4.527385955e+00 6.953221833e-310 6.953229969e-310
-6 1.500000000e+02 1.478378170e+02 3.292071356e-45 2.449038303e-30 3.630497706e-45 3.863323393e+00 6.953221833e-310 6.953229969e-310
-7 1.600000000e+02 1.577045380e+02 3.511274026e-45 4.123299318e-29 3.868539616e-45 3.252801302e+00 6.953221833e-310 6.953229969e-310
-8 1.700000000e+02 1.675652910e+02 3.751530632e-45 6.545045687e-30 4.129574656e-45 2.670980441e+00 6.953221833e-310 6.953229969e-310
-9 1.800000000e+02 1.774194650e+02 4.015606018e-45 5.677790389e-29 4.416643181e-45 2.104397913e+00 6.953221833e-310 6.953229969e-310
-10 1.900000000e+02 1.872663760e+02 4.306721461e-45 3.877931866e-29 4.733277093e-45 1.593601148e+00 6.953221833e-310 6.953229969e-310
-11 2.000000000e+02 1.971052670e+02 4.628646205e-45 2.280259084e-28 5.083599277e-45 1.114013431e+00 6.953221833e-310 6.953229969e-310
-12 2.100000000e+02 2.069352870e+02 4.985784250e-45 4.218957247e-30 5.472447053e-45 6.521558596e-01 6.953221833e-310 6.953229969e-310
-13 2.200000000e+02 2.167554800e+02 5.383325826e-45 1.111046807e-28 5.905523546e-45 2.674012552e-01 6.953221833e-310 6.953229969e-310
-14 2.300000000e+02 2.265647650e+02 5.827418435e-45 3.621315782e-30 6.389587322e-45 6.610671601e-02 6.953221833e-310 6.953229969e-310
-15 2.400000000e+02 2.363619140e+02 6.325380726e-45 1.347272073e-29 6.932689340e-45 1.019185560e-02 6.953221833e-310 6.953229969e-310
-16 2.500000000e+02 2.461455260e+02 6.885971647e-45 1.189641418e-29 7.544471405e-45 1.006328223e-03 6.953221833e-310 6.953229969e-310
-17 2.600000000e+02 2.559139900e+02 7.519786409e-45 4.593077045e-30 8.236605791e-45 2.614731604e-02 6.953221833e-310 6.953229969e-310
-18 2.700000000e+02 2.656654490e+02 8.239528070e-45 1.034271570e-31 9.023094693e-45 1.195537680e-01 6.953221833e-310 6.953229969e-310
-19 2.800000000e+02 2.753977470e+02 9.060743927e-45 8.964830878e-30 9.921089716e-45 2.401803331e-01 6.953221833e-310 6.953229969e-310
-20 2.900000000e+02 2.851083670e+02 1.000247877e-44 1.734508860e-28 1.095161695e-44 3.649284399e-01 6.953221833e-310 6.953229969e-310
-21 3.000000000e+02 2.947943510e+02 1.108821328e-44 2.049059394e-30 1.214062033e-44 4.459966184e-01 6.953221833e-310 6.953229969e-310
-22 3.100000000e+02 3.044522030e+02 1.234708884e-44 2.771910377e-29 1.352032458e-44 4.204559782e-01 6.953221833e-310 6.953229969e-310
-23 3.200000000e+02 3.140777600e+02 1.381551143e-44 6.188703701e-31 1.513102118e-44 3.446501732e-01 6.953221833e-310 6.953229969e-310
-24 3.300000000e+02 3.236660330e+02 1.553925751e-44 1.871988598e-30 1.702341547e-44 3.013620207e-01 6.953221833e-310 6.953229969e-310
-25 3.400000000e+02 3.332109950e+02 1.757624862e-44 9.898866157e-30 1.926172128e-44 2.787442525e-01 6.953221833e-310 6.953229969e-310
-26 3.500000000e+02 3.427053160e+02 2.000019266e-44 1.395231497e-29 2.192772602e-44 2.645794136e-01 6.953221833e-310 6.953229969e-310
-27 3.600000000e+02 3.521400070e+02 2.290533781e-44 2.054659052e-28 2.512610233e-44 2.550544828e-01 6.953221833e-310 6.953229969e-310
-28 3.700000000e+02 3.615039620e+02 2.641258314e-44 5.990403981e-29 2.899124235e-44 2.482271600e-01 6.953221833e-310 6.953229969e-310
-29 3.800000000e+02 3.707833530e+02 3.067711152e-44 5.147505017e-28 3.369580317e-44 2.428974805e-01 6.953221833e-310 6.953229969e-310
-30 3.900000000e+02 3.799608430e+02 3.589739829e-44 4.568505953e-31 3.946080634e-44 2.381600458e-01 6.953221833e-310 6.953229969e-310
-31 4.000000000e+02 3.890145610e+02 4.232465855e-44 2.275881578e-28 4.656624899e-44 2.332262383e-01 6.953221833e-310 6.953229969e-310
-32 4.100000000e+02 3.979167940e+02 5.026996946e-44 1.969109040e-28 5.535914394e-44 2.272787909e-01 6.953221833e-310 6.953229969e-310
-33 4.200000000e+02 4.066323870e+02 6.010259973e-44 1.383485600e-28 6.625175754e-44 2.194036114e-01 6.953221833e-310 6.953229969e-310
-34 4.300000000e+02 4.151168900e+02 7.222634702e-44 1.554477486e-27 7.969526287e-44 2.086601366e-01 6.953221833e-310 6.953229969e-310
-35 4.400000000e+02 4.233147170e+02 8.701048041e-44 8.761716173e-29 9.610265365e-44 1.944072181e-01 6.953221833e-310 6.953229969e-310
-36 4.500000000e+02 4.311579230e+02 1.046426723e-43 3.102506057e-29 1.156842708e-43 1.764251168e-01 6.953221833e-310 6.953229969e-310
-37 4.600000000e+02 4.385667450e+02 1.248789345e-43 3.323297155e-27 1.381681838e-43 1.554081569e-01 6.953221833e-310 6.953229969e-310
-38 4.700000000e+02 4.454536970e+02 1.467264491e-43 1.790645673e-28 1.624456600e-43 1.331239439e-01 6.953221833e-310 6.953229969e-310
-39 4.800000000e+02 4.517329120e+02 1.682355728e-43 1.938721702e-28 1.863394364e-43 1.116338075e-01 6.953221833e-310 6.953229969e-310
-40 4.900000000e+02 4.573347190e+02 1.867137749e-43 1.843313467e-27 2.068447772e-43 9.307153593e-02 6.953221833e-310 6.953229969e-310
-41 5.000000000e+02 4.622216410e+02 1.995403749e-43 1.562381586e-28 2.210420306e-43 7.823792986e-02 6.953221833e-310 6.953229969e-310
-42 5.100000000e+02 4.663986130e+02 2.052250198e-43 2.697773236e-27 2.272787734e-43 6.704640406e-02 6.953221833e-310 6.953229969e-310
-43 5.200000000e+02 4.699116510e+02 2.039476389e-43 9.072661159e-29 2.257685670e-43 5.882938860e-02 6.953221833e-310 6.953229969e-310
-44 5.300000000e+02 4.728357340e+02 1.972113069e-43 1.361645654e-27 2.181977501e-43 5.288366132e-02 6.953221833e-310 6.953229969e-310
-45 5.400000000e+02 4.752585490e+02 1.870134139e-43 3.386663756e-29 2.067974239e-43 4.857728589e-02 6.953221833e-310 6.953229969e-310
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+67 7.600000000e+02 4.891750400e+02 1.146842639e-44 2.382145072e-30 1.148123050e-44 3.378928359e-02 6.953216326e-310 6.953228804e-310
+68 7.700000000e+02 4.893294790e+02 1.115804346e-44 4.866248046e-29 1.116890333e-44 3.370309212e-02 6.953216326e-310 6.953228804e-310
+69 7.800000000e+02 4.894737050e+02 1.087050115e-44 1.184737451e-28 1.087969517e-44 3.362373804e-02 6.953216326e-310 6.953228804e-310
+70 7.900000000e+02 4.896086930e+02 1.060349297e-44 1.661722494e-28 1.061125775e-44 3.355043512e-02 6.953216326e-310 6.953228804e-310
+71 8.000000000e+02 4.897353020e+02 1.035499944e-44 2.832933499e-29 1.036153676e-44 3.348255051e-02 6.953216326e-310 6.953228804e-310
+72 8.100000000e+02 4.898542880e+02 1.012324676e-44 7.664347760e-29 1.012872926e-44 3.341951742e-02 6.953216326e-310 6.953228804e-310
+73 8.200000000e+02 4.899663190e+02 9.906671288e-45 3.101563080e-29 9.911247173e-45 3.336084295e-02 6.953216326e-310 6.953228804e-310
+74 8.300000000e+02 4.900719890e+02 9.703891330e-45 2.321944600e-28 9.707688187e-45 3.330608408e-02 6.953216326e-310 6.953228804e-310
+75 8.400000000e+02 4.901718250e+02 9.513681955e-45 3.791840575e-28 9.516809905e-45 3.325488485e-02 6.953216326e-310 6.953228804e-310
+76 8.500000000e+02 4.902663000e+02 9.334953999e-45 7.757375340e-29 9.337508379e-45 3.320692321e-02 6.953216326e-310 6.953228804e-310
+77 8.600000000e+02 4.903558350e+02 9.166736975e-45 5.313806384e-30 9.168800478e-45 3.316190442e-02 6.953216326e-310 6.953228804e-310
+78 8.700000000e+02 4.904408110e+02 9.008162850e-45 3.371179117e-30 9.009807384e-45 3.311957045e-02 6.953216326e-310 6.953228804e-310
+79 8.800000000e+02 4.905215680e+02 8.858454306e-45 8.622645488e-31 8.859742528e-45 3.307970381e-02 6.953216326e-310 6.953228804e-310
+80 8.900000000e+02 4.905984170e+02 8.716912744e-45 8.821048661e-29 8.717899381e-45 3.304210117e-02 6.953216326e-310 6.953228804e-310
+81 9.000000000e+02 4.906716350e+02 8.582908999e-45 4.048446979e-29 8.583641895e-45 3.300658503e-02 6.953216326e-310 6.953228804e-310
+82 9.100000000e+02 4.907414770e+02 8.455875422e-45 1.391581407e-29 8.456396509e-45 3.297299258e-02 6.953216326e-310 6.953228804e-310
+83 9.200000000e+02 4.908081730e+02 8.335298328e-45 5.321024430e-29 8.335644390e-45 3.294118031e-02 6.953216326e-310 6.953228804e-310
+84 9.300000000e+02 4.908719330e+02 8.220712417e-45 1.856139038e-29 8.220915778e-45 3.291102597e-02 6.953216326e-310 6.953228804e-310
+85 9.400000000e+02 4.909329500e+02 8.111694594e-45 2.453010698e-28 8.111783701e-45 3.288241223e-02 6.953216326e-310 6.953228804e-310
+86 9.500000000e+02 4.909913970e+02 8.007859891e-45 6.392328864e-30 8.007859781e-45 3.285522826e-02 6.953216326e-310 6.953228804e-310
+87 9.600000000e+02 4.910474370e+02 7.908857488e-45 3.458469022e-30 7.908790242e-45 3.282938011e-02 6.953216326e-310 6.953228804e-310
+88 9.700000000e+02 4.911012170e+02 7.814366488e-45 1.094725680e-29 7.814251588e-45 3.280477532e-02 6.953216326e-310 6.953228804e-310
+89 9.800000000e+02 4.911528740e+02 7.724093496e-45 2.239664643e-29 7.723948157e-45 3.278133890e-02 6.953216326e-310 6.953228804e-310
+90 9.900000000e+02 4.912025310e+02 7.637769378e-45 4.418583018e-29 7.637608786e-45 3.275899790e-02 6.953216326e-310 6.953228804e-310
+91 1.000000000e+03 4.912503050e+02 7.555147083e-45 1.090589304e-28 7.554984660e-45 3.273768894e-02 6.953216326e-310 6.953228804e-310
Index: branches/DMNLO/Workspace/DDPaper/appendix.tex
===================================================================
--- branches/DMNLO/Workspace/DDPaper/appendix.tex (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/appendix.tex (revision 1053)
@@ -1,35 +1,110 @@
\section{Tensor reduction for vanishing Gram determinant}
\label{GramDet}
In the course of the \DMNLO\ project we have gathered quite a collection of loop integrals and associated special cases in generic form, where we always differ between infrared and ultraviolet divergences. As these divergences have to vanish when determining physical observables, this discrimination allows powerful checks of the whole calculation. Hence it is desirable to use the very same, often tested routines for the new direct detection module. However, all the amplitudes are evaluated at zero momentum transfer in this context which has previously not been the case.\footnote{To determine the relic density, only cross sections including a finite relative velocity are needed as those with zero relative velocity are weighted by zero in the thermal averaging procedure.}
A direct consequence of this situation is the failure of the standard tensor reduction method \`{a} la Passarino and Veltman \cite{PVIntegrals}. In this appendix we present our alternative approach which mainly follows \cite{Ganesh}. To keep things transparent and to stress the general idea, we restrict ourselves to the simple case of determining the tensor coefficients $C_1$ and $C_2$. All other needed tensor coefficients have been worked out analogously.
-We start by setting up our notation. The scalar and tensor integrals relevant for our discussion are defined via
+We start by setting up our notation. The scalar and tensor integrals relevant for our brief discussion are defined via
\begin{widetext}
\bea
B_0(p_1, m_0^2, m_1^2) & = & \frac{(2\pi\mu)^{4-D}}{i\pi^2}\int\mathrm{d}^Dq\frac{1}{\mathcal{D}_0\mathcal{D}_1}.\label{B0}\\
-C_0(p_1, p_2, m_0^2, m_1^2, m_2^2) & = & \frac{(2\pi\mu)^{4-D}}{i\pi^2}\int\mathrm{d}^Dq\frac{1}{\mathcal{D}_0\mathcal{D}_1\mathcal{D}_2}.\label{C0}\\
B_\mu(p_1, m_0^2, m_1^2) & = & \frac{(2\pi\mu)^{4-D}}{i\pi^2}\int\mathrm{d}^Dq\frac{q_\mu}{\mathcal{D}_0\mathcal{D}_1}.\label{Bmu}\\
+C_0(p_1, p_2, m_0^2, m_1^2, m_2^2) & = & \frac{(2\pi\mu)^{4-D}}{i\pi^2}\int\mathrm{d}^Dq\frac{1}{\mathcal{D}_0\mathcal{D}_1\mathcal{D}_2}.\label{C0}\\
C_\mu(p_1, p_2, m_0^2, m_1^2, m_2^2) & = & \frac{(2\pi\mu)^{4-D}}{i\pi^2}\int\mathrm{d}^Dq\frac{q_\mu}{\mathcal{D}_0\mathcal{D}_1\mathcal{D}_2}.\label{Cmu}\\
C_{\mu\nu}(p_1, p_2, m_0^2, m_1^2, m_2^2) & = & \frac{(2\pi\mu)^{4-D}}{i\pi^2}\int\mathrm{d}^Dq\frac{q_\mu q_\nu}{\mathcal{D}_0\mathcal{D}_1\mathcal{D}_2}.\label{Cmunu}
\eea
\end{widetext}
-Here $\mu$ denotes the renormalisation scale which has been introduced to fix the mass dimension of the integrals and $\mathcal{D}_i = (q+p_i)^2 - m_i^2 + i\epsilon$ with $p_0 = 0$. The idea of the tensor reduction method is to decompose the tensor integrals into a linear combination of available Lorentz invariants accompanied by yet unknown tensor coefficients. Omitting the arguments, we have
+Here $\mu$ denotes the renormalisation scale which has been introduced to fix the mass dimension of the integrals. The denominators are given by $\mathcal{D}_i = (q+p_i)^2 - m_i^2 + i\epsilon$ with $p_0 = 0$. The idea of the tensor reduction method is to decompose the tensor integrals into a linear combination of the available Lorentz invariants accompanied by yet unknown tensor coefficients. Omitting the arguments, we have
\bea
B_\mu & = & p_{1,\mu}B_1.\\
C_\mu & = & p_{1,\mu}C_1 + p_{2,\mu}C_2.\\
C_{\mu\nu} &= & g_{\mu\nu}C_{00} + p_{1,\mu}p_{1,\nu}C_{11} + p_{2,\mu}p_{2,\nu}C_{22} \nonumber\\
-&& + (p_{1,\mu}p_{2,\nu} + p_{2,\mu}p_{1,\nu})C_{12}.
+&& + (p_{1,\mu}p_{2,\nu} + p_{2,\mu}p_{1,\nu})C_{12}.\label{StandardDecomposition}
+\eea
+The tensor coefficents are obtained by multiplying both sides with the available Lorentz invariants. In this way, the tensor integrals are reduced to a combination of scalar integrals. When determining $C_1$ and $C_2$ we have to solve a set of linear equations which results in
+\bea
+\begin{pmatrix} C_1 \\ C_2 \end{pmatrix} & = & A^{-1}\begin{pmatrix} R_1 \\ R_2 \end{pmatrix} \nonumber\\
+ & = & \frac{1}{\det{A}}\begin{pmatrix} p_2^2 & -p_1p_2\\ -p_1p_2 & p_1^2\end{pmatrix}\begin{pmatrix} R_1 \\ R_2 \end{pmatrix}\label{C1-C2},
\eea
-The tensor coefficents are obtained by multiplying both sides with the available Lorentz invariants. In this way, the tensor integrals are reduced to a combination of scalar integrals. However, when determining $C_1$ and $C_2$ we have to solve a set of linear equations which results in
-\beq
-\begin{pmatrix} C_1 \\ C_2 \end{pmatrix} = \frac{1}{\det{A}}\begin{pmatrix} p_2^2 & -p_1p_2\\ -p_1p_2 & p_1^2\end{pmatrix}\begin{pmatrix} R_1 \\ R_2 \end{pmatrix}\label{C1-C2},
-\eeq
where we have introduced
\bea
-\det{A} & = & p_1^2p_2^2 - (p_1p_2)^2.\\
+\det(A) & = & p_1^2p_2^2 -(p_1p_2)^2.\\
R_1 & = & \frac{1}{2}\left(B_0(0,2) - B_0(1,2) - f_1C_0\right).\label{R1}\\
R_2 & = &\frac{1}{2}\left(B_0(0,1) - B_0(1,2) - f_2C_0\right).\label{R2}\\
-f_i & = & p_i^2 -m_i^2 + m_0^2.\label{fi}
-\eea
\ No newline at end of file
+f_i & = & p_i^2 -m_i^2 + m_0^2\quad\mathrm{with}\quad i=1,2.\label{fi}
+\eea
+Furthermore we define the shorthand notation $B_0(i,j) = B_0(p_j-p_i, m_i^2, m_j^2)$ which we use analogously for $B_1$.
+
+The method illustrated above breaks down when the matrix $A$ is not invertible, i.e. when $\det{A}$ vanishes. However, instead of using (\ref{C1-C2}) for determining the tensor coefficients $C_1$ and $C_2$, we can assume that these coefficients still exist and express $C_0$ in terms of two point functions by writing $p_2^2R_1 -p_1p_2R_2 = 0$ and $-p_1p_2R_1 + p_1^2R_2 = 0$ and solving these (equivalent) equations for $C_0$.
+
+The main idea of \cite{Ganesh} is to play the same game for every tensor rank successively. We can write down the expressions determining the tensor coefficients of second rank, i.e. $C_{00}$, $C_{11}$, $C_{12}$ and $C_{22}$. The ultraviolet divergent coefficient $C_{00}$ is not directly\footnote{The coefficient $C_{00}$ is indirectly plagued by problems in the limit of a vanishing Gram determinant as it is composed of the problematic coefficients $C_1$ and $C_2$.} affected by problems of vanishing Gram determinant and found to be
+\beq
+C_{00} = \frac{m_0^2C_0}{D-2} + \frac{B_0(1,2) + f_1C_1 + f_2C_2)}{2(D-2)}.
+\eeq
+In contrast to that, the remaining tensor coefficients can not be obtained via standard tensor reduction for vanishing Gram determinant. Instead of that, the corresponding equations can be used to determine the tensor equations of rank one, i.e. $C_1$ and $C_2$. The result can be written in compact form as
+\beq
+\begin{pmatrix} C_1 \\ C_2 \end{pmatrix} = Z_i^{-1}\begin{pmatrix} R_{3,i} \\ R_{4,i}\end{pmatrix}\quad\mathrm{with}\quad i=1,2.\label{C1C2Alternative}
+\eeq
+The abbreviations used here are
+\begin{widetext}
+\bea
+R_{3,i} & = & x_{i1}\left(B_1(1,2) + B_0(1,2) -\frac{2m_0^2}{D-2}C_0 - \frac{1}{D-2}B_0(1,2)\right) + x_{i2}\left(B_1(0,1) + B_1(1,2) + B_0(1,2)\right).\\
+R_{4,i} & = & x_{i1}\left(B_1(0,2) - B_1(1,2)\right) + x_{i2}\left(-B_1(1,2) -\frac{2m_0^2}{D-2}C_0 - \frac{1}{D-2}B_0(1,2)\right).\\
+Z_i & = &\begin{pmatrix} Y_i + \frac{x_{i1}}{D-2}f_1 & \frac{x_{i1}}{D-2}f_2 \\ \frac{x_{i2}}{D-2}f_1 & Y_i + \frac{x_{i2}}{D-2}f_2 \end{pmatrix}\quad\mathrm{with}\quad Y_i = x_{i1}f_1 + x_{i2}f_2\quad\mathrm{and}\quad \begin{pmatrix} p_2^2 & -p_1p_2\\ -p_1p_2 & p_1^2\end{pmatrix} = \begin{pmatrix} x_{11} & x_{12}\\ x_{21} & x_{22}\end{pmatrix}.
+\eea
+\end{widetext}
+
+To sum it up, the presented method allows to determine the tensor coefficients of rank $n$ by investigating the equations for tensor coefficients of rank $n+1$ in the limit of vanishing Gram determinant. This works in an algorithmic manner. In comparison to the standard tensor reduction method, the expressions are more lengthy. However, note that the algebraic form of (\ref{C1-C2}) and (\ref{C1C2Alternative}) is the same and one might ask what happens when $\det{Z_i}$ vanishes. This is of interest as we precisely run into this situation in course of our direct detection calculations when evaluating e.g. the three point function $C_0(p,p,m_0^2,m_1^2,m_2^2)$.
+
+There are basically three ways to proceed. Firstly, note that there are actually two sets of equations hiding behind (\ref{C1C2Alternative}). In some lucky cases it might happen that only one variant fails while the other is still working. The second possibility is to apply l'H\^opital's rule without encountering $\det(Z_i)$ again. This is an improvement in comparison to the standard tensor reduction method where $\det{A}$ usually reappears when taking the limit.
+
+We took a closer look at the problematic cases involved in our calculation and found a third way out of this dilemma. We illustrate this by refering to the three point function $C_0(p,p,m_0^2,m_1^2,m_2^2)$. Remember that $p_1 = p_2 = p$ is a stronger condition than just $p_1^2 = p_2^2 = p^2$ which happens frequently for identical external particles. The crucial observation is that the tensor coefficients $C_1$ and $C_2$ are no longer uniquely defined in this situation, only their sum $C_a$ is. Instead of (\ref{StandardDecomposition}) we get
+\beq
+C_\mu = p_{1,\mu}C_1 + p_{2,\mu}C_2 \rightarrow p_\mu(C_1 + C_2) = p_\mu C_a.
+\eeq
+It is precisely this sum which remains in all the amplitudes in the limit $p_1\rightarrow p_2$. Hence we replace this sum by $C_a$. This coefficient can be easily obtained in the usual way and reads
+\beq
+C_a = \frac{1}{2p^2}\left(B_0(0,2) - B_0(1,2) - f_1C_0\right) \label{Ca}.
+\eeq
+
+By taking into account that tensor coefficients may coalesce under certain kinematical circumstances and applying the method of \cite{Ganesh} as illustrated above, we were able to stabilise the tensor reduction method for vanishing Gram determinant for all loop amplitudes occuring in our direct detection module. This is especially true for the four point functions needed for the box contributions. Although the basic idea remains unchanged, the corresponding expressions blow up enormously here and were calculated with the help of \texttt{Mathematica}.
+
+All tensor coefficients obtained this way have been tested extensively. We have numerically compared them with the corresponding coefficients resulting from the standard tensor reduction method for small but non-vanishing Gram determinant. Some examples are shown in figure \ref{fig:AltReduction}.
+
+\begin{figure*}
+ \centering
+ \includegraphics[width=0.49\textwidth]{figures/GramdetBottom/C1-C2.pdf}
+ \includegraphics[width=0.49\textwidth]{figures/GramdetBottom/Ca.pdf}
+ \includegraphics[width=0.49\textwidth]{figures/GramdetBottom/C00.pdf}
+ \includegraphics[width=0.49\textwidth]{figures/GramdetTop/Caa.pdf}
+ \caption{Numerical stability of the three point tensor coefficients in the limit $v\rightarrow 0$ or equivalently $t\rightarrow 0$}
+ \label{fig:AltReduction}
+\end{figure*}
+
+The upper left plot of figure \ref{fig:AltReduction} shows the numerical stability of the tensor coefficients $C_1$ and $C_2$ in the limit of equal momenta or equivalently $(p_b - p_2)^2 = t \rightarrow 0$. More precisely, we show the real parts of $C_1$ (in red) and $C_2$ (in blue) obtained by the regular tensor reduction method divided by $C_a/2$ obtained via (\ref{Ca}) and subtracted by one. In this representation, the black null line corresponds directly to $C_a/2$. We observe that both $C_1$ and $C_2$ are relatively stable for $t \leq -0.5$ GeV$^2$ and marginally differ from $C_a/2$. This is as expected. The regular tensor reduction is still working here and the small but finite velocity leads to a small shift relative to the black null line. However, when we approach the limit $t\rightarrow0$ the regular tensor method fails and both of the coefficients become numerically unstable.
+
+As explained before, the individual tensor coefficients $C_1$ and $C_2$ are no longer uniquely defined in this limit, only their sum is. The real part of this sum divided by $C_a$ and subtracted by one is shown in the upper right plot of figure \ref{fig:AltReduction}. It is more stable than the individual coefficients but still becomes noisy at very small relative velocities. For larger (but still small) relative velocities the agreement between $C_1 + C_2$ and $C_a$ is excellent which justifies our approach.
+
+We show analogous plots for the tensor coefficient $C_{00}$ and the sum $C_{11} + 2C_{12} + C_{22}$. The main features are as before. Using the original tensor reduction method, the tensor coefficients become numerically unstable at very small relative velocities. When using the alternative approach described in this section, we obtain a stable result for $v = 0$ which is in perfect agreement with the standard method for small but nonzero relative velocities.
+
+Although of minor importance for the tensor reduction itself, we list all the masses used in the plots above in table \ref{Masstable} for completeness. Note that we have $p_2^2 = p_b^2 = m_b^2$ in the first three plots whereas $p_2^2 = p_b^2 = m_t^2$ in the lower right plot. More details on the presented alternative tensor reduction method can be found in \cite{myPhD}.
+
+\begin{table*}
+\caption{Masses used in the loop functions of figure \ref{fig:AltReduction}}
+\begin{center}
+\begin{tabular}{c|ccccccc}
+\textbf{Parameter} & $m_b$ & $m_t$ & $m_{\tilde{g}}$ & $m_{\tilde{b}_1}$ & $m_{\tilde{b}_2}$ & $m_{\tilde{t}_1}$ & $m_{\tilde{t}_2}$\\
+\hline\textbf{Value in GeV}& 2.3 & 148.0 & 1170.7 & 1007.3 & 1071.9 & 827.9 & 1042.6
+\end{tabular}
+\end{center}
+\label{Masstable}
+\end{table*}
+
+
+
+
+
+
+
+
Index: branches/DMNLO/Workspace/DDPaper/intro.tex
===================================================================
--- branches/DMNLO/Workspace/DDPaper/intro.tex (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/intro.tex (revision 1053)
@@ -1,30 +1,31 @@
\section{Introduction}
\label{Intro}
Nowadays the existence of dark matter is well confirmed by experimental observations basing on a vast range of length scales. Measuring the temperature anisotropies of the cosmic microwave background, i.e. working on cosmic length scales, allows to determine the relic density of dark matter very precisely. The most recent value obtained by the Planck collaboration \cite{Planck} including polarization data from the Wilkinson Microwave Anisotropy Probe \cite{WMAP9} reads
\begin{equation}
\Omega_{\mathrm{CDM}}h^2 = 0.1199 \pm 0.0022,
\label{Planck}
\end{equation}
where $h$ denotes the present Hubble expansion rate in units of 100 km s$^{-1}$ Mpc$^{-1}$. However, although the quantity of dark matter is known quite exactly, its quality remains concealed. The reason for this unfortunate situation is that so far all experimental evidence for dark matter stems from its gravitational interaction.
-Amongst the numerous attempts to explain dark matter, postulating the existence of a yet unknown weakly interacting massive particle (WIMP) has almost become a paradigma. The attractivity of this approach is based on the fact that a WIMP with typical weak scale interactions and a mass of $\sim$100 GeV naturally leads to the observed relic density via thermal freeze out. The canonical example for a WIMP is the lightest neutralino $\tilde{\chi}^0_1$ which is the lightest supersymmetric particle in many scenarios of the minimal supersymmetric standard model (MSSM). Remember that giving rise to a suitable dark matter candidate is just a welcomed byproduct of introducing supersymmetry (SUSY), as the original motivation is to solve the hierarchy problem.
+Amongst the numerous attempts to explain dark matter, postulating the existence of a yet unknown weakly interacting massive particle (WIMP) has almost become a paradigma. The attractivity of this approach is based on the fact that a WIMP with typical weak scale interactions and a mass of $\sim$ 100 GeV naturally leads to the observed relic density via thermal freeze out. The canonical example for a WIMP is the lightest neutralino $\tilde{\chi}^0_1$ which is the lightest supersymmetric particle in many scenarios of the minimal supersymmetric standard model (MSSM). Remember that giving rise to a suitable dark matter candidate is just a welcomed byproduct of introducing supersymmetry (SUSY), as the original motivation is to solve the hierarchy problem.
Assuming that dark matter actually consists of WIMPs, additional non-gravitational detection possibilities open up. Firstly, one can try to directly produce WIMPs at a collider. As the WIMPs themselves are not detectable, the typical observable of such a process consists of a jet and missing transverse energy. The second possibility is to look for the standard model annihilation products of WIMPs which have accumulated in gravitational sources like the sun or the centre of the galaxy. This approach is called indirect detection and its everlasting challenge is to distinguish between astrophysical background and a possible WIMP signal. Finally one can try to observe the rare interaction of a WIMP with a nucleus by detecting its recoil. Experiments of this kind are called direct detection experiments. The technical difficulty here is to detect a weak and rare signal while simultaneously excluding all non dark matter sources. %Hence the keywords for a sucsessful direct detection experiment are sensitivity and background reduction.
The direct detection rate, i.e. the number of events per time and per detector mass, depends on the dark matter nucleus interaction. On the microscopic level, this corresponds to the interaction of the WIMP with the quarks and gluons inside the nucleons of the nucleus. The corresponding cross sections are calculable within an effective field theory (EFT) formalism \cite{Hill, HisanoEFT, JijiEFT} as the typical process energies are much smaller than the mediator masses of the microscopic theory.\footnote{As this condition is not necessarily fulfilled at a collider, EFT methods are under debate in this context and so-called simplified models should be used \cite{Buchmueller, Busoni, DeSimone, Matsumoto}.} Hence these heavy particles can be integrated out to obtain an effective four fermion interaction.
Different Lorentz structures may lead to different four fermion interactions and corresponding effective operators. However, in the non-relativistic regime relevant for direct detection, not all of them matter. The dominant effective operators for neutralino dark matter are the scalar operator $m_q\bar{\chi}\chi\bar{q}q$ and the axial operator $\bar{\chi}\gamma^\mu\gamma_5\chi\bar{q}\gamma^\mu\gamma_5q$ as the vector and tensor operator vanish in the case of a Majorana fermion. These operators lead to coherent, spin independent (SI) and spin dependent (SD) contributions, respectively.
The tree level contributions of neutralino dark matter to these operators have first been determined in \cite{Griest}. Since then, several improvements have been made on this calculation by either including additional operators like e.g. the gluonic operators \cite{Drees, HisanoGluon} or by calculating electroweak radiative corrections for pure wino, higgsino or bino dark matter \cite{Hisanoelw, Berlin1, Berlin2}.
In this paper we perform a full $\mathcal{O}(\alpha_s)$ matching calculation for the two dominant operators listed above, where we allow for a general neutralino admixture and calculate all loop integrals in full generality within dimensional reduction. By doing so, we implement a second, loop-improved dark matter observable to our numerical package \DMNLO, the first one being the relic density \cite{DMNLOPage, AFunnel, ChiChi2qq1, ChiChi2qq2, ChiChi2qq3, NeuQ2qx1, NeuQ2qx2, QQ2xx, Scalepaper}. Combining these calculations allows to precisely predict the direct detection rate for a given MSSM scenario.
-The paper is organised as follows: In section \ref{Technical} We present the underlying EFT calculation, detail the matching of full and effective theory and describe the running of the operators and their associated Wilson coefficients. To benefit from our previous, generic loop calculations, we have to stabilise the tensor reduction method for vanishing relative velocities and corresponding vanishing Gram determinants. As this technical aspect might be interesting on its own, we illustrate it separately in appendix \ref{GramDet}. Numerical results are given in section \ref{Numerics}. We analyse the impact of the radiative corrections and contrast it with the nuclear uncertainties. Furthermore we combine our direct detection and relic density routines to obtain precise predictions for the direct detection rate in a given scenario. Finally, we conclude in section \ref{Conclusion}.
+The paper is organised as follows: In section \ref{Technical} we briefly repeat how to calculate a direct detection rate. We present the underlying EFT calculation, detail the matching of full and effective theory and describe the running of the operators and their associated Wilson coefficients. To benefit from our previous, generic loop calculations, we have to stabilise the tensor reduction method for vanishing relative velocities and corresponding vanishing Gram determinants. As this technical aspect might be interesting on its own, we illustrate it separately in appendix \ref{GramDet}. Numerical results are given in section \ref{Numerics}. We analyse the impact of the radiative corrections and contrast it with the nuclear uncertainties. We study the influence of the neutralino composisition on the resulting neutralino nucleus cross sections. Furthermore we combine our direct detection and relic density routines to obtain precise predictions for the direct detection rate in a given scenario. Finally, we conclude in section \ref{Conclusion}.
\begin{dubious}
+Introduction to do:
\begin{itemize}
-\item Shorten introduction?
+\item Shorten introduction? Maybe other sections have to be shortened as well as they are partially taken from my thesis.
\item Read through other DD NLO papers again and sharpen the contrast?
\end{itemize}
\end{dubious}
\ No newline at end of file
Index: branches/DMNLO/Workspace/DDPaper/bib.tex
===================================================================
--- branches/DMNLO/Workspace/DDPaper/bib.tex (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/bib.tex (revision 1053)
@@ -1,281 +1,394 @@
\bibliographystyle{apsrev}
\begin{thebibliography}{00}
\bibitem{Planck}
P.~A.~R.~Ade {\it et al.} [Planck Collaboration],
%``Planck 2013 results. XVI. Cosmological parameters,''
Astron.\ Astrophys.\ {\bf 571}, A16 (2014)
[arXiv:1303.5076 [astro-ph.CO]];
%%CITATION = ARXIV:1303.5076;%%
P.~A.~R.~Ade {\it et al.} [Planck Collaboration],
%``Planck 2015 results. XIII. Cosmological parameters,''
[arXiv:1502.01589 [astro-ph.CO]].
%%CITATION = ARXIV:1502.01589;%%
\bibitem{WMAP9}
The WMAP collaboration, E.~Komatsu {\it et al.},
% ``Nine-Year Wilkinson Microwave Anisotropy Probe (WMAP) Observations: Final Maps and Results,"
Astrophys.\ J.\ Suppl.\ {\bf 208} (2013) 20
[arXiv:1212.5225 [astro-ph.CO]].
%%CITATION = APJSA,192,18;%%
\bibitem{Hill}
- R.~J.~Hill and M.~P.~Solon
+ R.~J.~Hill and M.~P.~Solon,
%``Standard Model anatomy of WIMP dark matter direct detection I: weak-scale matching,"
Phys.\ Rev.\ D {\bf 91} (2015) 043504
[arXiv:1401.3339 [hep-ph]];
%%CITATION = ARXIV:1401.3339;%%
- R.~J.~Hill and M.~P.~Solon
+ R.~J.~Hill and M.~P.~Solon,
%``Standard Model anatomy of WIMP dark matter direct detection II: QCD analysis and hadronic matrix elements,"
Phys.\ Rev.\ D {\bf 91} (2015) 043505
[arXiv:1409.8290 [hep-ph]].
%%CITATION = ARXIV:1409.8290;%%
\bibitem{JijiEFT}
- J.~Fan, M.~Reece and L.~Wang
+ J.~Fan, M.~Reece and L.~Wang,
%``Non-relativistic effective theory of dark matter direct detection,"
JCAP\ {\bf 1011} (2010) 042
[arXiv:1008.1591 [hep-ph]].
%%CITATION = ARXIV:1008.1591;%%
\bibitem{HisanoEFT}
- J.~Hisano, R.~Nagai and N.~Natsumi
+ J.~Hisano, R.~Nagai and N.~Natsumi,
%``Effective Theories for Dark Matter Nucleon Scattering,"
JHEP\ {\bf 05} (2015) 037
[arXiv:1502.02244 [hep-ph]].
%%CITATION = ARXIV:1502.02244;%%
\bibitem{Buchmueller}
O.~Buchmueller, M.~J.~Dolan, and C.~McCabe,
%``Beyond Effective Field Theory for Dark Matter Searches at the LHC,"
JHEP {\bf 01} (2014) 025
[arXiv:1308.6799 [hep-ph]].
%%CITATION = ARXIV:1308.6799;%%
\bibitem{Busoni}
G.~Busoni, A.~De Simone, E.~Morgante and A.~Riotto,
%``On the Validity of the Effective Field Theory for Dark Matter Searches at the LHC,"
Phys.\ Lett.\ {\bf B728} (2014) 412
[arXiv:1307.2253 [hep-ph]];
%%CITATION = ARXIV:1307.2253;%%
G.~Busoni, A.~De Simone, J.~Gramling, E.~Morgante and A.~Riotto,
%``On the Validity of the Effective Field Theory for Dark Matter Searches at the LHC, Part II: Complete Analysis for the $s$-channel,"
JCAP\ {\bf 1406} (2014) 060
[arXiv:1402.1275 [hep-ph]];
%%CITATION = ARXIV:1402.1275;%%
G.~Busoni, A.~De Simone, T.~Jacques, E.~Morgante and A.~Riotto,
%``On the Validity of the Effective Field Theory for Dark Matter Searches at the LHC Part III: Analysis for the $t$-channel,"
JCAP\ {\bf 1409} (2014) 022
[arXiv:1405.3101 [hep-ph]].
%%CITATION = ARXIV:1405.3101;%%
\bibitem{DeSimone}
- A.~De Simone and T.~Jacques
+ A.~De Simone and T.~Jacques,
%``Simplified Models vs. Effective Field Theory Approaches in Dark Matter Searches,"
[arXiv:1603.08002 [hep-ph]].
%%CITATION = ARXIV:1603.08002;%%
\bibitem{Matsumoto}
- S.~Matsumoto, S.~Mukhopadhyay and Y.~S.~Tsai
+ S.~Matsumoto, S.~Mukhopadhyay and Y.~S.~Tsai,
%``Effective Theory of WIMP Dark Matter supplemented by Simplified Models: Singlet-like Majorana fermion case,"
[arXiv:1604.02230 [hep-ph]].
%%CITATION = ARXIV:1604.02230;%%
\bibitem{Griest}
- K.~Griest
+ K.~Griest,
%``Calculations of Rates for Direct Detection of Neutralino Dark Matter,"
Phys.\ Rev.\ Lett.\ {\bf 61} (1988) 666
[arXiv:9210272 [hep-ph]];
%%CITATION = PRLTA,61,666;%%
- K.~Griest
+ K.~Griest,
%``Cross-Sections, Relic Abundance and Detection Rates for Neutralino Dark Matter,"
Phys.\ Rev.\ D {\bf 38} (1988) 2357
Erratum: Phys.\ Rev.\ D {\bf 39} (1989) 3802.
%%CITATION = PHRVA,D38,2357;%%
\bibitem{Drees}
- M.~Drees and M.~M.~Nojiri
+ M.~Drees and M.~M.~Nojiri,
%``New contributions to coherent neutralino - nucleus scattering,"
Phys.\ Rev.\ D {\bf 47} (1993) 4226
[arXiv:9210272 [hep-ph]];
%%CITATION = HEP-PH/9210272;%%
- M.~Drees and M.~M.~Nojiri
+ M.~Drees and M.~M.~Nojiri,
%``Neutralino - nucleon scattering revisited,"
Phys.\ Rev.\ D {\bf 48} (1993) 3483
[arXiv:9307208 [hep-ph]].
%%CITATION = HEP-PH/9307208;%%
\bibitem{HisanoGluon}
- J.~Hisano, K.~Ishiwata and N.~Natsumi
+ J.~Hisano, K.~Ishiwata and N.~Natsumi,
%``Gluon contribution to the dark matter direct detection,"
Phys.\ Rev.\ D {\bf 82} (2010) 115007
[arXiv:1007.2601 [hep-ph]].
%%CITATION = ARXIV:1007.2601;%%
\bibitem{Hisanoelw}
- J.~Hisano, S.~Matsumoto, M.~M.~Nojiri and O.~Saito
+ J.~Hisano, S.~Matsumoto, M.~M.~Nojiri and O.~Saito,
%``Direct detection of the Wino and Higgsino-like neutralino dark matters at one-loop level,"
Phys.\ Rev.\ D {\bf 71} (2005) 015007
[arXiv:0407168 [hep-ph]].
%%CITATION = HEP-PH/0407168;%%
\bibitem{Berlin1}
- A.~Berlin, D.~S.~Robertson, M.~P.~Solon and K.~M.~Zurek
+ A.~Berlin, D.~S.~Robertson, M.~P.~Solon and K.~M.~Zurek,
%``The Bino Variations: Effective Field Theory Methods for Dark Matter Direct Detection,"
[arXiv:1511.05964 [hep-ph]].
%%CITATION = ARXIV:1511.05964;%%
\bibitem{Berlin2}
- A.~Berlin, D.~Hooper and S.~D.~McDermott
+ A.~Berlin, D.~Hooper and S.~D.~McDermott,
%``Dark matter elastic scattering through Higgs loops,"
Phys.\ Rev.\ D {\bf 92} (2015) 123531
[arXiv:1508.05390 [hep-ph]].
%%CITATION = ARXIV:1508.05390;%%
\bibitem{DMNLOPage}
\url{http://dmnlo.hepforge.org/}
\bibitem{AFunnel}
B.~Herrmann and M.~Klasen,
%``SUSY-QCD Corrections to Dark Matter Annihilation in the Higgs Funnel,''
Phys.\ Rev.\ D {\bf 76}, 117704 (2007)
[arXiv:0709.0043 [hep-ph]].
%%CITATION = ARXIV:0709.0043;%%
\bibitem{ChiChi2qq1}
B.~Herrmann, M.~Klasen and K.~Kovarik,
%``Neutralino Annihilation into Massive Quarks with SUSY-QCD Corrections,''
Phys.\ Rev.\ D {\bf 79}, 061701 (2009)
[arXiv:0901.0481 [hep-ph]].
%%CITATION = ARXIV:0901.0481;%%
\bibitem{ChiChi2qq2}
B.~Herrmann, M.~Klasen and K.~Kovarik,
%``SUSY-QCD effects on neutralino dark matter annihilation beyond scalar or gaugino mass unification,''
Phys.\ Rev.\ D {\bf 80}, 085025 (2009)
[arXiv:0907.0030 [hep-ph]].
%%CITATION = ARXIV:0907.0030;%%
\bibitem{ChiChi2qq3}
B.~Herrmann, M.~Klasen, K.~Kovarik, M.~Meinecke and P.~Steppeler,
%``One-loop corrections to gaugino (co-)annihilation into quarks in the MSSM,''
Phys.\ Rev.\ D {\bf 89} (2014) 114012
[arXiv:1404.2931v2 [hep-ph]].
%%CITATION = ARXIV:1404.2931;%%
\bibitem{NeuQ2qx1}
J.~Harz, B.~Herrmann, M.~Klasen, K.~Kovarik and Q.~Le Boulc'h,
%``Neutralino-stop co-annihilation into electroweak gauge and Higgs bosons at one loop,''
Phys.\ Rev.\ D {\bf 87} (2013) 054031
[arXiv:1212.5241 [hep-ph]].
%%CITATION = ARXIV:1212.5241;%%
\bibitem{NeuQ2qx2}
J.~Harz, B.~Herrmann, M.~Klasen and K.~Kovarik,
%``One-loop corrections to neutralino-stop coannihilation revisited,''
Phys.\ Rev.\ D {\bf 91} (2015) 034028
[arXiv:1409.2898 [hep-ph]].
%%CITATION = ARXIV:1409.2898;%%
\bibitem{QQ2xx}
J.~Harz, B.~Herrmann, M.~Klasen, K.~Kovarik and M.~Meinecke,
%``SUSY-QCD corrections to stop annihilation into electroweak final states including Coulomb enhancement effects,''
Phys.\ Rev.\ D {\bf 91} (2015) 034012
[arXiv:1410.8063 [hep-ph]].
%%CITATION = ARXIV:1410.8063;%%
\bibitem{Scalepaper}
J.~Harz, B.~Herrmann, M.~Klasen, K.~Kovarik and P.~Steppeler,
%``Theoretical uncertainty of the supersymmetric dark matter relic density from scheme and scale variations,''
[arXiv:1602.08103 [hep-ph]].
%%CITATION = ARXIV:1602.08103;%%
+
+\bibitem{vesc}
+ J.~Lavalle and S.~Magni,
+ %``Making sense of the local Galactic escape speed estimates in direct dark matter searches,''
+ Phys.\ Rev.\ D {\bf 91} (2015) 023510
+ [arXiv:1411.1325 [astro-ph.CO]].
+ %%CITATION = ARXIV:1411.1325;%%
+
+\bibitem{CirelliTools}
+ M.~Cirelli, E.~Del Nobile and P.~Panci,
+ %``Tools for model-independent bounds in direct dark matter searches,"
+ JCAP\ {\bf 1310} (2013) 019
+ [arXiv:1307.5955 [hep-ph]].
+ %%CITATION = ARXIV:1307.5955;%%
+
+\bibitem{vDistrib}
+ M.~Vogelsberger {\it et al.},
+ %``Phase-space structure in the local dark matter distribution and its signature in direct detection experiments,"
+ Mon.\ Not.\ Roy.\ Astron.\ Soc.\ {\bf 395} (2009) 797
+ [arXiv:0812.0362 [astro-ph]].
+ %%CITATION = ARXIV:0812.0362;%%
+
+\bibitem{GreenDistribution}
+ A.~Green,
+ %``Dependence of direct detection signals on the WIMP velocity distribution,"
+ JCAP\ {\bf 1010} (2010) 034
+ [arXiv:1009.0916 [astro-ph.CO]].
+ %%CITATION = ARXIV:1009.0916;%%
+
+\bibitem{DD_ProtonNeutron}
+ C.~Marcos, M.~Peiro and S.~Robles,
+ %``On the importance of direct detection combined limits for spin independent and spin dependent dark matter interactions,"
+ JCAP\ {\bf 1603} (2016) 019
+ [arXiv:1507.08625 [hep-ph]].
+ %%CITATION = ARXIV:1507.08625;%%
+
+\bibitem{NuclearUncertainties}
+ R.~Ruiz de Austri and C.~P\'erez de los Heros,
+ %``Impact of nucleon matrix element uncertainties on the interpretation of direct and indirect dark matter search results,"
+ JCAP\ {\bf 1311} (2013) 049
+ [arXiv:1307.6668 [hep-ph]].
+ %%CITATION = ARXIV:1307.6668;%%
+
+\bibitem{EllisHadron}
+ J.~R.~Ellis, K.~A.~Olive and C.~Savage,
+ %``Hadronic Uncertainties in the Elastic Scattering of Supersymmetric Dark Matter,''
+ Phys.\ Rev.\ D {\bf 77} (2008) 065026
+ [arXiv:0801.3656 [hep-ph]].
+ %%CITATION = ARXIV:0801.3656;%%
+
+\bibitem{BottinoNucleon}
+ A.~Bottino, F.~Donato, N.~Fornengo and S.~Scopel
+ %``Implications for relic neutralinos of the theoretical uncertainties in the neutralino nucleon cross-section,''
+ Astropart.\ Phys.\ {\bf 13} (2000) 215
+ [arXiv:9909228 [hep-ph]].
+ %%CITATION = HEP-PH/9909228;%%
+
+\bibitem{CrivellinNucleon}
+ A.~Crivellin, M.~Hoferichter and M.~Procura,
+ %``Accurate evaluation of hadronic uncertainties in spin-independent WIMP-nucleon scattering: Disentangling two- and three-flavor effects,''
+ Phys.\ Rev.\ D {\bf 89} (2014) 054021
+ [arXiv:1312.4951 [hep-ph]].
+ %%CITATION = ARXIV:1312.4951;%%
+
+\bibitem{Hoferichter}
+ M.~Hoferichter, J.~Ruiz de Elvira, B.~Kubis and U.~Mei\ss ner,
+ %``High-Precision Determination of the Pion-Nucleon σ Term from Roy-Steiner Equations,''
+ Phys.\ Rev.\ Lett.\ {\bf 115} (2015) 092301
+ [arXiv:1506.04142 [hep-ph]].
+ %%CITATION = ARXIV:1506.04142;%%
+
+\bibitem{Junnarkar}
+ P.~Junnarkar and A.~Walker-Loud,
+ %``Scalar strange content of the nucleon from lattice QCD,''
+ Phys.\ Rev.\ D {\bf 87} (2013) 114510
+ [arXiv:1301.1114 [hep-lat]].
+ %%CITATION = ARXIV:1301.1114;%%
+
+\bibitem{Shifman}
+ M.~A.~Shifman, A.~I.~Vainshtein and V.~I.~Zakharov,
+ %``Remarks on Higgs Boson Interactions with Nucleons,''
+ Phys.\ Lett.\ {\bf B78} (1978) 443.
+ %%CITATION = PHLTA,B78,443;%%
+
+\bibitem{VogelStructure1}
+ J.~Engel and P.~Vogel,
+ %``Spin dependent cross-sections of weakly interacting massive particles on nuclei,''
+ Phys.\ Rev.\ D {\bf 40} (1989) 3132.
+ %%CITATION = PHRVA,D40,3132;%%
+
+\bibitem{VogelStructure2}
+ J.~Engel and P.~Vogel,
+ %``Nuclear physics of dark matter detection,''
+ Int.\ J.\ Mod.\ Phys.\ E {\bf 1} (1992) 1.
+ %%CITATION = IMPAE,E1,1;%%
+
+\bibitem{LiBottom}
+ J.~Li and A.~W.~Thomas,
+ %``Bottom quark contribution to spin-dependent dark matter detection,''
+ Nucl.\ Phys.\ B {\bf 906} (1989) 60
+ [arXiv:1506.03560 [hep-ph].
+ %%CITATION = ARXIV:1506.03560;%%
+
+\bibitem{DarkSUSY}
+ P.~Gondolo, J.~Edsj\"o, P.~Ullio, L.~Bergstr\"om, M.~Schelke and E.~A.~Baltz,
+ %``DarkSUSY: Computing supersymmetric dark matter properties numerically,''
+ JCAP {\bf 0407} (2004) 008
+ [arXiv:astro-ph/0406204].
+ %%CITATION = ASTRO-PH/0406204;%%
-%\bibitem{SPheno}
-% W.~Porod,
-% %``SPheno, a program for calculating supersymmetric spectra, SUSY particle decays and SUSY particle production at e+ e- colliders,''
-% Comput.\ Phys.\ Commun.\ {\bf 153} (2003) 275
-% [arXiv:hep-ph/0301101]; \\
-% %%CITATION = HEP-PH/0301101;%%
-% W.~Porod and F.~Staub,
-% %``SPheno 3.1: Extensions including flavour, CP-phases and models beyond the MSSM,''
-% Comput.\ Phys.\ Commun.\ {\bf 183} (2012) 2458
-% [arXiv:1104.1573 [hep-ph]].
-% %%CITATION = ARXIV:1104.1573;%%
+\bibitem{SPheno}
+ W.~Porod,
+ %``SPheno, a program for calculating supersymmetric spectra, SUSY particle decays and SUSY particle production at e+ e- colliders,''
+ Comput.\ Phys.\ Commun.\ {\bf 153} (2003) 275
+ [arXiv:hep-ph/0301101]; \\
+ %%CITATION = HEP-PH/0301101;%%
+ W.~Porod and F.~Staub,
+ %``SPheno 3.1: Extensions including flavour, CP-phases and models beyond the MSSM,''
+ Comput.\ Phys.\ Commun.\ {\bf 183} (2012) 2458
+ [arXiv:1104.1573 [hep-ph]].
+ %%CITATION = ARXIV:1104.1573;%%
% \bibitem{SPA}
% J.~A.~Aguilar-Saavedra, A.~Ali, B.~C.~Allanach, R.~L.~Arnowitt, H.~A.~Baer, J.~A.~Bagger, C.~Balazs and V.~D.~Barger {\it et al.},
%``Supersymmetry parameter analysis: SPA convention and project,''
% Eur.\ Phys.\ J.\ C {\bf 46} (2006) 43
% [arXiv:hep-ph/0511344].
%%CITATION = HEP-PH/0511344;%%
% \bibitem{GondoloGelmini}
% P.~Gondolo and G.~Gelmini,
% %``Cosmic abundances of stable particles: Improved analysis,''
% Nucl.\ Phys.\ B {\bf 360} (1991) 145.
% %%CITATION = NUPHA,B360,145;%%
%\bibitem{GriestSeckel}
% K.~Griest and D.~Seckel,
% %``Three exceptions in the calculation of relic abundances,''
% Phys.\ Rev.\ D {\bf 43} (1991) 3191.
% %%CITATION = PHRVA,D43,3191;%%
%\bibitem{EdsjoGondolo}
% J.~Edsj\"o and P.~Gondolo,
% %``Neutralino relic density including coannihilations,''
% Phys.\ Rev.\ D {\bf 56} (1997) 1879
% [arXiv:hep-ph/9704361].
% %%CITATION = PHRVA,D56,1879;%%
%\cite{Aad:2015zhl}
%\bibitem{Aad:2015zhl}
% G.~Aad {\it et al.} [ATLAS and CMS Collaborations],
% %``Combined Measurement of the Higgs Boson Mass in $pp$ Collisions at $\sqrt{s}=7$ and 8 TeV with the ATLAS and CMS Experiments,''
% Phys.\ Rev.\ Lett.\ {\bf 114} (2015) 191803
% doi:10.1103/PhysRevLett.114.191803
% [arXiv:1503.07589 [hep-ex]].
% %%CITATION = doi:10.1103/PhysRevLett.114.191803;%%
% %229 citations counted in INSPIRE as of 14 Dec 2015
% \bibitem{ATLASHiggs}
% G. Aad et al. [ATLAS Collaboration],
% Phys.\ Lett.\ B {\bf 716} (2012) 1
% [hep-ex/1207.7214].
% %%CITATION = ARXIV:1207.7214;%%
%
% \bibitem{CMSHiggs}
% S. Chatrchyan et al. [CMS Collaboration],
% Phys.\ Lett.\ B {\bf 716} (2012) 30
% [hep-ex/1207.7235].
% %%CITATION = ARXIV:1207.7235;%%
\bibitem{Hunter:2007}
J.~D.~Hunter,
%``Matplotlib: A 2D graphics environment,''
Computing In Science \& Engineering {\bf 9}, 90 (2007).
\bibitem{PVIntegrals}
- G.~'t Hooft and M.~J.~G.~Veltman
+ G.~'t Hooft and M.~J.~G.~Veltman,
%``Regularization and Renormalization of Gauge Fields,''
Nucl.\ Phys.\ B {\bf 44} (1972) 189;
%%CITATION = NUPHA,B44,189;%%
- G.~'t Hooft and M.~J.~G.~Veltman
+ G.~'t Hooft and M.~J.~G.~Veltman,
%``Scalar One Loop Integrals,''
Nucl.\ Phys.\ B {\bf 153} (1979) 365;
%%CITATION = NUPHA,B153,365;%%
- G.~Passarino and M.~J.~G.~Veltman
+ G.~Passarino and M.~J.~G.~Veltman,
%``One Loop Corrections for e+ e- Annihilation Into mu+ mu- in the Weinberg Mode,''
Nucl.\ Phys.\ B {\bf 160} (1979) 151.
%%CITATION = NUPHA,B160,151;%%
\bibitem{Ganesh}
- D.~Ganesh and R.~G.~Stuart
+ D.~Ganesh and R.~G.~Stuart,
%``Reduction of one loop tensor form-factors to scalar integrals: A General scheme,''
Nucl.\ Phys.\ B {\bf 519} (1998) 483
[arXiv:9704308 [hep-ph]].
%%CITATION = HEP-PH/9704308;%%
+\bibitem{myPhD}
+ P.~Steppeler,
+ PhD thesis (in preparation).
+
\end{thebibliography}
Index: branches/DMNLO/Workspace/DDPaper/DDPaper.tex
===================================================================
--- branches/DMNLO/Workspace/DDPaper/DDPaper.tex (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/DDPaper.tex (revision 1053)
@@ -1,126 +1,126 @@
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\usepackage{color} % Non-standard graphics support
%\usepackage[dvips]{graphicx} % Non-standard graphics support
\usepackage{amsbsy} % Bolds (vectors, tensors, etc.)
\usepackage{amsfonts} % AMS fonts
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\usepackage{mciteplus}
\usepackage{psfrag}
\usepackage{slashed}
\usepackage{cancel}
\usepackage{graphicx}
\usepackage{ulem}
\usepackage{hyperref}
\hyphenation{Feyn-Arts}
\newcommand{\DMNLO}{{\tt DM@NLO}}
\newcommand{\MO}{{\tt micrOMEGAs}}
\newcommand{\DS}{{\tt DarkSUSY}}
\newcommand{\CHep}{{\tt CalcHEP}}
\newcommand{\SARAH}{{\tt SARAH}}
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\newcommand{\FeynArts}{{\tt FeynArts}}
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\newcommand{\FormCalc}{{\tt FormCalc}}
\newcommand{\FeynCalc}{{\tt FeynCalc}}
\newcommand{\FeynHiggs}{{\tt FeynHiggs}}
\newcommand{\HiggsBounds}{{\tt HiggsBounds}}
\newcommand{\GeV}{{\;\mathrm{GeV}}}
\newcommand{\MSbar}{{$\overline{\mathrm{MS}}$}}
\newcommand{\DRbar}{{$\overline{\mathrm{DR}}$}}
% Patricks Abrreviations
\newcommand{\beq}{\begin{equation}}
\newcommand{\eeq}{\end{equation}}
\newcommand{\bea}{\begin{eqnarray}}
\newcommand{\eea}{\end{eqnarray}}
% Shamelessly stolen from Thorsten's thohacks.sty
\catcode`\@=11
\font\manfnt=manfnt
\def\Watchout{\@ifnextchar [{\W@tchout}{\W@tchout[1]}}
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\begin{document}
\preprint{MS-TP-16-??}
\title{Combined SUSY QCD corrections to direct detection of neutralino dark matter and its relic density}
\author{M.~Klasen}
\email{michael.klasen@uni-muenster.de}
\affiliation{
Institut f\"ur Theoretische Physik, Westf\"alische Wilhelms-Universit\"at M\"unster, Wilhelm-Klemm-Stra{\ss}e 9, D-48149 M\"unster, Germany
}
\author{K.~Kova\v{r}\'ik}
\email{karol.kovarik@uni-muenster.de}
\affiliation{
Institut f\"ur Theoretische Physik, Westf\"alische Wilhelms-Universit\"at M\"unster, Wilhelm-Klemm-Stra{\ss}e 9, D-48149 M\"unster, Germany
}
\author{P.~Steppeler}
\email{p\_step04@uni-muenster.de}
\affiliation{
Institut f\"ur Theoretische Physik, Westf\"alische Wilhelms-Universit\"at M\"unster, Wilhelm-Klemm-Stra{\ss}e 9, D-48149 M\"unster, Germany
}
\date{\today}
\begin{abstract}
Abstract: Here Michael and Karol can have some fun!
\end{abstract}
\pacs{12.38.Bx,12.60.Jv,95.30.Cq,95.35.+d}
\maketitle
% =============================================================================
\input{intro.tex}
% =============================================================================
\input{analytical.tex}
% =============================================================================
\input{results.tex}
% =============================================================================
\input{conclusion.tex}
% =============================================================================
\acknowledgments
-The authors would like to thank A.~Pukhov for providing us with the necessary functions to link our relic density routines with the {\MO} code. The work of M.K. is supported by the Helmholtz Alliance for Astroparticle Physics. The work of P.S.\ is supported by the Deutsche Forschungsgemeinschaft, Project No.\ KL1266/5-1. All figures have been produced using {\tt Matplotlib} \cite{Hunter:2007}.
+The authors would like to thank A.~Pukhov for providing us with the necessary functions to link our relic density routines with the {\MO} code and A.~Crivellin for fruitful discussions. The work of M.K. is supported by the Helmholtz Alliance for Astroparticle Physics. The work of P.S.\ is supported by the Deutsche Forschungsgemeinschaft, Project No.\ KL1266/5-1. All figures have been produced using {\tt Matplotlib} \cite{Hunter:2007}.
% =============================================================================
\appendix
\input{appendix.tex}
% =============================================================================
\input{bib.tex}
\end{document}
Index: branches/DMNLO/Workspace/DDPaper/analytical.tex
===================================================================
--- branches/DMNLO/Workspace/DDPaper/analytical.tex (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/analytical.tex (revision 1053)
@@ -1,8 +1,101 @@
\section{Calculation of the neutralino nucleon cross section}
\label{Technical}
\subsection{Composition of direct detection rate}
+In this subsection we briefly represent the standard formula for the calculation of neutralino direct detection rates. The desired quantity is the rate of events $\mathrm{d}R$ per energy intervall $\mathrm{d}E$. This differential event rate is typically expressed in terms of counts per kg and day and keV. It can be written as
+\beq
+\label{DDRate2}
+\frac{\mathrm{d}R}{\mathrm{d}E} = \sum_i c_i \frac{\sigma_i}{2m_{\tilde{\chi}^0_1}\mu_i^2}\rho_0 \eta_i.
+\eeq
+The sum is over all detector nuclides $i$ and the factor $c_i$ is the mass fraction of the nuclear species $i$ in the detector. Let $m_i$ denote the mass of the nucleus of species $i$. Then $\mu_i$ describes the reduced mass defined via
+\beq
+\mu_i = \frac{m_{\tilde{\chi}^0_1}m_i}{m_{\tilde{\chi}^0_1} + m_i}.
+\eeq
+
+The local dark matter density is described by $\rho_0$. Before using the canonical value of 0.3 GeV/cm$^3$, one should calculate the neutralino relic density to ensure that its value is in agreement with the experimental constraints and that the neutralinos can solely account for dark matter. $\eta_i$ contains the integration over the dark matter velocity relative to the detector $\vec{v}$.
+\beq
+\eta_i = \int_{v_{\mathrm{min},i}}^{v_{\mathrm{esc}}}\mathrm{d}^3v\frac{f(\vec{v})}{v}\quad\mathrm{with}\quad v_{\mathrm{min},i} = \sqrt{\frac{m_iE}{2\mu_i^2}}.
+\eeq
+The lower integration limit $v_{\mathrm{min},i}$ is given by the minimal neutralino velocity which can cause a recoil energy $E$. The upper integration limit is set by the galactical escape speed $v_{\mathrm{esc}}$ which is usually set to $\sim$ 650 km/s. Faster particles are not gravitationally bound in the milky way. More details on the integration limits can be found in \cite{vesc, CirelliTools}. $f(\vec{v})$ is the local velocity distribution which is typically assumed to be Maxwellian. However, several studies have unveiled that this simplification might not describe the situation properly, see e.g. \cite{vDistrib, GreenDistribution, DD_ProtonNeutron}. All the particle physics is comprised in the cross sections for elastic nucleus neutralino scattering $\sigma_i$ where we differ between spin independent and spin dependent contributions.
+
+The spin independent cross section can be written as
+\beq
+\label{sigmaSI}
+\sigma_i^{\mathrm{SI}} = \frac{\mu_i^2}{\pi}\left|Z_i g_p^{\mathrm{SI}} +(A_i-Z_i)g_n^{\mathrm{SI}}\right|^2|F_i^{\mathrm{SI}}(Q_i)|^2,
+\eeq
+where $F_i^{\mathrm{SI}}(Q_i)$ is the spin independent structure function for the nucleus $i$ depending on the momentum transfer $Q_i = \sqrt{2m_iE}$. It can be understood as the Fourier transform of the nucleon density and is normalised to $F_i^{\mathrm{SI}}(0) = 1$. Moreover the nucleus $i$ consists of $Z_i$ protons and $A_i -Z_i$ neutrons, where $Z_i$ is its atom and $A_i$ is its mass number. To enable a comparison of direct detection results independent of the detector material and technology, the experimental collaborations typically publish constraints on the cross section between the dark matter particle and a single nucleon\footnote{At this point, the typical assumption is that the interaction strength of neutralinos is the same for protons and neutrons. This is not necessarily fulfilled in a non-minimal model like the MSSM. Therefore we keep our calculations general and differ between protons and neutrons.} $N$, which simply reads
+\beq
+\label{sigmaSINucleon}
+\sigma_N^{\mathrm{SI}} = \frac{\mu_N^2}{\pi}\left|g_N^{\mathrm{SI}}\right|^2.
+\eeq
+Here the neutralino nucleus reduced mass $\mu_i$ is replaced by the neutralino nucleon reduced mass $\mu_N$ in complete analogy. The nucleon masses $m_N$ are given in (\ref{Nucleonmasses}).
+
+The effective spin independent four fermion couplings between neutralinos and protons $p$ or neutrons $n$ are denoted $g_p^{\mathrm{SI}}$ and $g_n^{\mathrm{SI}}$. They can be determined via
+\beq
+g_N^{\mathrm{SI}} = \sum_q \langle N |\bar{q}q| N\rangle \alpha_{q}^{\mathrm{SI}},
+\eeq
+where the nucleon index $N$ stands either for proton or neutron and the sum is over all quark types $q$.\footnote{We are summing over all quark types as we do not inlcude gluonic operators yet. Otherwise one would replace the heavy quark contributions by loop induced gluon processes including heavy quarks as virtual particles.} The spin independent interaction between quarks and neutralinos is denoted $\alpha_{q}^{\mathrm{SI}}$. The quark matrix element $\langle N |\bar{q}q| N\rangle$ can be qualitatively understood as the probability to find a quark $q$ in the nucleon $N$. We write it as
+\beq
+\langle N |m_q \bar{q}q| N\rangle = f_{Tq}^N m_N,
+\eeq
+where $m_N$ denotes the nucleon mass and $m_q$ the quark mass. The scalar coefficients $f_{Tq}^N$ are determined experimentally or via lattice QCD. We point out that especially $f_{Ts}^N$ is affected by experimental uncertainties which mainly stem from the determination of the pion nucleon sigma term \cite{NuclearUncertainties, EllisHadron, BottinoNucleon}. We use the values in agreement with \cite{CrivellinNucleon, Hoferichter, Junnarkar}. These values differ from the ones implemented in \DS\ or \MO\ which we list for comparison in table \ref{fTTable}.
+
+\begin{table}
+\caption{Scalar coefficients $f_{Tq}^N$ used in different codes}
+\begin{center}
+\begin{tabular}{c|c|c|c}
+ \textbf{Scalar coefficient} & \textbf{\DMNLO} & \textbf{\DS} & \textbf{\MO}\\
+\hline
+$f_{Tu}^p$ & 0.0208 & 0.023 & 0.0153 \\
+$f_{Tu}^n$ & 0.0189 & 0.019 & 0.0110 \\
+$f_{Td}^p$ & 0.0411 & 0.034 & 0.0191\\
+$f_{Td}^n$ & 0.0451 & 0.041 & 0.0273\\
+$f_{Ts}^p = f_{Ts}^n$ & 0.043 & 0.14 & 0.0447\\
+$f_{Tc}^p = f_{Tb}^p = f_{Tt}^p$ & 0.0663 & 0.0595 & 0.0682\\
+$f_{Tc}^p = f_{Tb}^p = f_{Tt}^p$ & 0.0661 & 0.0592 & 0.0679
+\end{tabular}
+\end{center}
+\label{fTTable}
+\end{table}
+
+The factors $f_{Tq}^N$ of the heavy quarks are linked to those of the light quarks via \cite{Shifman}
+\beq
+f_{Tc}^N = f_{Tb}^N = f_{Tt}^N= \frac{2}{27}\left(1-\sum_{q=u,d,s} f_{Tq}^N\right).
+\eeq
+Furthermore we use the nucleon masses
+\beq
+\label{Nucleonmasses}
+m_p = 0.9383\ \mathrm{GeV}\quad\mathrm{and}\quad m_n = 0.9396\ \mathrm{GeV}.
+\eeq
+
+The spin dependent cross section can be cast into the form
+\bea
+\label{sigmaSD}
+\sigma_i^{\mathrm{SD}} & = & \frac{4\mu_i^2}{2J +1}\big(|g_p^{\mathrm{SD}}|^2S_{\mathrm{pp},i}(Q_i) + |g_n^{\mathrm{SD}}|^2S_{\mathrm{nn},i}(Q_i)\nonumber\\
+&& + |g_p^{\mathrm{SD}}g_n^{\mathrm{SD}}|S_{\mathrm{pn},i}(Q_i)\big),
+\eea
+where $J$ denotes the nuclear spin. Details on the spin structure functions $S_{\mathrm{pp},i}(Q_i)$, $S_{\mathrm{nn},i}(Q_i)$ and $S_{\mathrm{pn},i}(Q_i)$ can be found in \cite{VogelStructure1, VogelStructure2}. The spin independent cross section between the neutralino and a single nucleon $N$ reads
+\beq
+\label{sigmaSDNucleon}
+\sigma_N^{\mathrm{SD}} = \frac{3\mu_N^2}{\pi}|g_N^{\mathrm{SD}}|^2.
+\eeq
+
+Analogously to the spin independent case, the effective spin dependent four fermion couplings between neutralinos and protons $p$ or neutrons $n$ are denoted $g_p^{\mathrm{SD}}$ and $g_n^{\mathrm{SD}}$. They are given by
+\beq
+g_N^{\mathrm{SD}} = \sum_{q= u,d,s} (\Delta q)_N \alpha_{q}^{\mathrm{SD}}.
+\eeq
+In contrast to the spin independent case, we sum only over the light quarks $u$, $d$ and $s$ as they mainly determine the nucleon spin.\footnote{Although it was recently claimed that bottom quarks may also contribute to the spin dependent interaction \cite{LiBottom}.} $(\Delta q)_N$ can be seen as the fraction of the nucleon spin carried by the quark $q$. More precisely, it describes the second moment of the polarised quark density and is related to the nucleon spin vector $s_\mu$ via
+\beq
+\langle N | \bar{q}\gamma_\mu\gamma_5 q| N\rangle = 2s_\mu(\Delta q)_N.
+\eeq
+Here we choose the default values of \DS\ for the polarised quark densitites.\footnote{These values are actually used in the code. Somehow they slightly differ from those given in \cite{DarkSUSY}.} Note the isospin symmetry, i.e. $(\Delta u)_p = (\Delta d)_n$ and $(\Delta d)_p = (\Delta u)_n$.
+\bea
+(\Delta u)_p = (\Delta d)_n & = & 0.77.\\
+(\Delta d)_p = (\Delta u)_n & = & -0.49.\\
+(\Delta s)_p = (\Delta s)_n & = & -0.15.
+\eea
+
\subsection{Matching of full and effective theory}
\subsection{Running of Wilson coefficients}
Index: branches/DMNLO/Workspace/DDPaper/results.tex
===================================================================
--- branches/DMNLO/Workspace/DDPaper/results.tex (revision 1052)
+++ branches/DMNLO/Workspace/DDPaper/results.tex (revision 1053)
@@ -1,53 +1,116 @@
\section{Numerical results}
\label{Numerics}
+\begin{table*}
+ \begin{tabular}{|c|ccccccccccc|}
+ \hline
+ $\quad$ & $\quad\tan\beta\quad$ & $\quad\mu\quad$ & $\quad m_A\quad$ & $\quad M_1\quad$ & $\quad M_2\quad$ & $\quad M_3\quad$ & $\quad M_{\tilde{q}_{1,2}}\quad$ & $\quad M_{\tilde{q}_3}\quad$ & $\quad M_{\tilde{u}_3}\quad$ & $\quad M_{\tilde{\ell}}\quad$& $\quad A_t\quad$ \\
+ \hline
+ A & 13.4 & 1286.3 & 1592.9 & 731.0 & 766.0 & 1906.3 & 3252.6 & 1634.3 & 1054.4 & 3589.6 & -2792.3\\ % = G5
+ B & 13.7 & 493.0 & 500.8 & 275.0 & 1123.4 & 1020.3 & 479.9 & 1535.5 & 836.7 & 3469.4 & -2070.9\\
+ C & 7.0 & 815.0 & 1452.8 & 675.3 & 1423.4 & 1020.3 & 809.9 & 1835.5 & 1436.7 & 3469.4 & -2670.9\\
+ \hline
+ \end{tabular}
+ \caption{pMSSM input parameters for three selected reference scenarios. All parameters except $\tan\beta$ are given in GeV. }
+ \label{ScenarioList}
+\end{table*}
+
+\begin{table*}
+ \begin{tabular}{|c|cc|cc|ccccc|ccc|}
+ \hline
+ $\quad$ & ~~ $m_{\tilde{\chi}^0_1}$~~ & ~~$m_{\tilde{\chi}^0_2}$~~ & ~~$m_{\tilde{\chi}^{\pm}_1}$~~ & ~~$m_{\tilde{\chi}^{\pm}_2}$~~ & ~~$m_{\tilde{u}_1}$~~ & ~~$m_{\tilde{d}_1}$~~ & ~~$m_{\tilde{t}_1}$~~ & ~~$m_{\tilde{b}_1}$~~ & ~~$m_{\tilde{g}}$~~ & ~~$m_{h^0}$~~ & ~~$\Omega_{\tilde{\chi}^0_1} h^2$~~ & $\mathrm{BR}(b\rightarrow s\gamma)$ \\
+ \hline
+ A & 738.1 & 802.4 & 802.3 & 1295.1 & 3270.9 & 3271.6 & 993.9 & 1622.9 & 2049.9 & 126.3 & 0.1244 & $3.0\cdot 10^{-4}$ \\
+ B & 265.7 & 498.4 & 495.7 & 1135.3 & 549.5 & 555.7 & 802.9 & 1531.0 & 1061.2 & 124.8 & 0.1199 & $3.6\cdot 10^{-4}$\\
+ C & 669.2 & 826.6 & 819.6 & 1438.9 & 865.0 & 868.4 & 1389.1 & 1832.3 & 1090.7 & 125.2 & 0.1179 & $3.3\cdot 10^{-4}$\\
+ \hline
+ \end{tabular}
+ \caption{Gaugino and squark masses and other selected observables corresponding to the reference scenarios of Tab.\ \ref{ScenarioList}. All masses are given in GeV.}
+ \label{ScenarioProps}
+\end{table*}
+
+\begin{table}
+ \begin{tabular}{|rl|cccc|}
+ \hline
+ & & ~~~~ A ~~~~ & ~~~~ B ~~~~ & ~~~~ C ~~~~ & \\
+ \hline
+ $\tilde{\chi}^0_1 \tilde{\chi}^0_1 \to$ & $t\bar{t}$ & 1\% & 10\% & 52\% & \\
+ & $b\bar{b}$ & 9\% & 78\% & 40\% & \\
+
+ $\tilde{\chi}^0_1 \tilde{\chi}^0_2 \to$ & $t\bar{t}$ & 3\% & & & \\
+ & $b\bar{b}$ & 23\% & & & \\
+
+ $\tilde{\chi}^0_1 \tilde{\chi}^{\pm}_1 \to$ & $t\bar{b}$ & 43\% & & & \\
+ \hline
+ \multicolumn{2}{|c|}{Total} & 79\% & 88\% & 92\% & \\
+ \hline
+ \end{tabular}
+ \caption{Most relevant (co-)annihilation channels in the reference scenarios of Tab.\ \ref{ScenarioList}. Channels which contribute less than 1\% to the thermally averaged cross section and/or are not implemented in our code are not shown.}
+ \label{ScenarioChannels}
+\end{table}
+
+
\subsection{Bino wino composition}
\begin{figure}
\includegraphics[width=0.49\textwidth]{figures/MixingScen1/Mixing.pdf}
- \caption{Neutralino composition in scenario A.}
+ \caption{Neutralino composition in scenario A}
\label{fig:MixingScenA}
\end{figure}
\begin{figure*}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen1/SI-p.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen1/SI-n.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen1/SD-p.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen1/SD-n.pdf}
\caption{Neutralino nucleon cross sections in scenario A}
\label{fig:CrossSectionsScenA}
\end{figure*}
+\begin{figure}
+ \includegraphics[width=0.49\textwidth]{figures/ZoomScen1/SI-p_Zoom.pdf}
+ \caption{Combined relic density and direct detection calculation in scnenario A}
+ \label{fig:ZoomScenA}
+\end{figure}
+
\subsection{Bino higgsino composition}
\begin{figure}
\includegraphics[width=0.49\textwidth]{figures/MixingScen2/Mixing.pdf}
- \caption{Neutralino composition in scenario B.}
+ \caption{Neutralino composition in scenario B}
\label{fig:MixingScenB}
\end{figure}
\begin{figure*}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen2/SI-p.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen2/SI-n.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen2/SD-p.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen2/SD-n.pdf}
\caption{Neutralino nucleon cross sections in scenario B}
\label{fig:CrossSectionsScenB}
\end{figure*}
\subsection{Higgsino bino composition}
\begin{figure}
\includegraphics[width=0.49\textwidth]{figures/MixingScen3/Mixing.pdf}
- \caption{Neutralino composition in scenario C.}
+ \caption{Neutralino composition in scenario C}
\label{fig:MixingScenC}
\end{figure}
\begin{figure*}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen3/SI-p.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen3/SI-n.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen3/SD-p.pdf}
\includegraphics[width=0.49\textwidth]{figures/CrossSectionsScen3/SD-n.pdf}
\caption{Neutralino nucleon cross sections in scenario C}
\label{fig:CrossSectionsScenC}
-\end{figure*}
\ No newline at end of file
+\end{figure*}
+
+\begin{figure}
+ \includegraphics[width=0.49\textwidth]{figures/ZoomScen3/SD-p-Zoom.pdf}
+ \caption{Combined relic density and direct detection calculation in scnenario C}
+ \label{fig:ZoomScenC}
+\end{figure}
+
+

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