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whizard-plots.tex
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\documentclass
[12pt]
{
article
}
\usepackage
{
gamelan
}
\usepackage
{
amsmath
}
\begin
{
document
}
\begin
{
gmlfile
}
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf
{
\large\texttt
{
WHIZARD
}
data analysis
}
\hfill\today
\begin
{
flushleft
}
\textbf
{
Process:
}
\verb
|nnbb| (
$
e^
-
e^
+
\to
\nu
_e
\bar\nu
_e b
\bar
b
$
)
\\
\end
{
flushleft
}
%
\begin
{
displaymath
}
\sqrt
{
s
}
= 209.0
\;\textrm
{
GeV
}
\qquad
\int\mathcal
{
L
}
= 100.0
\;\textrm
{
fb
}^{
-1
}
\end
{
displaymath
}
\begin
{
center
}
\unitlength
1mm
\begin
{
gmlgraph*
}
( 130 , 90 )[dat]
setup(linear,log); graphrange (#0.00,#.1), (#209.,??);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
plot(mmis)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(dat, dat.base/
\)
withcolor .9white outlined;
label.ulft(<<
\#
evt/bin>>, out);
label.bot(<<
$
M_{
\rm
inv}
$
[
\textrm
{
GeV
}
] of
$
(
3
)
$
>>, out);
\end
{
gmlgraph*
}
\end
{
center
}
%
\begin
{
align*
}
\sigma
_{
\rm
tot
}
&
= 106.56
\quad
\pm
0.605
\;\textrm
{
fb
}
\quad
[
\pm
0.57
\;\%
]
&
n
_{
\rm
evt,
\
tot
}
&
= 10656
\\
\sigma
_{
\rm
cut
}
&
= 106.56
\quad
\pm
1.03
\;\textrm
{
fb
}
\quad
[
\pm
0.97
\;\%
]
&
n
_{
\rm
evt,
\
cut
}
&
= 10656
\quad
[ 100.00
\;\%
]
\end
{
align*
}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf
{
\large\texttt
{
WHIZARD
}
data analysis
}
\hfill\today
\begin
{
flushleft
}
\textbf
{
Process:
}
\verb
|nnbb| (
$
e^
-
e^
+
\to
\nu
_e
\bar\nu
_e b
\bar
b
$
)
\\
\end
{
flushleft
}
%
\begin
{
displaymath
}
\sqrt
{
s
}
= 209.0
\;\textrm
{
GeV
}
\qquad
\int\mathcal
{
L
}
= 100.0
\;\textrm
{
fb
}^{
-1
}
\end
{
displaymath
}
\begin
{
center
}
\unitlength
1mm
\begin
{
gmlgraph*
}
( 130 , 70 )[dat]
setup(linear,log); graphrange (#0.00,#.5), (#209.,#1e4);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(dat, dat.base/
\)
withcolor .9white outlined;
label.ulft(<<
\#
evt/bin>>, out);
label.bot(<<
$
M_{
\rm
inv}
$
[
\textrm
{
GeV
}
] of
$
(
b
\bar
b
)
$
>>, out);
standardgrid.lr();
standardgrid.bt(4,20);
\end
{
gmlgraph*
}
\end
{
center
}
%
\begin
{
align*
}
\sigma
_{
\rm
tot
}
&
= 106.56
\quad
\pm
0.605
\;\textrm
{
fb
}
\quad
[
\pm
0.57
\;\%
]
&
n
_{
\rm
evt,
\
tot
}
&
= 10656
\\
\sigma
_{
\rm
cut
}
&
= 106.56
\quad
\pm
1.03
\;\textrm
{
fb
}
\quad
[
\pm
0.97
\;\%
]
&
n
_{
\rm
evt,
\
cut
}
&
= 10656
\quad
[ 100.00
\;\%
]
\end
{
align*
}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf
{
\large\texttt
{
WHIZARD
}
data analysis
}
\hfill\today
\begin
{
flushleft
}
\textbf
{
Process:
}
\verb
|nnbb| (
$
e^
-
e^
+
\to
\nu
_e
\bar\nu
_e b
\bar
b
$
)
\\
\end
{
flushleft
}
%
\begin
{
center
}
\begin
{
tabular
}{
l|cc
}
\textbf
{
Cut
}
&
Lower bound
&
Upper bound
\\
\hline
$
M_{
\rm
inv}
$
[
\textrm
{
GeV
}
] of
$
(
12
,
12
)
$
&
$
114
.
00
$
&
$
116
.
00
$
\\
\end
{
tabular
}
\end
{
center
}
%
\begin
{
displaymath
}
\sqrt
{
s
}
= 209.0
\;\textrm
{
GeV
}
\qquad
\int\mathcal
{
L
}
= 100.0
\;\textrm
{
fb
}^{
-1
}
\end
{
displaymath
}
\begin
{
center
}
\unitlength
1mm
\begin
{
gmlgraph*
}
( 130 , 70 )[dat]
setup(linear,log); graphrange (#0.00,#.5), (#209.,#1e4);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(mmis, dat.base/
\)
withcolor .9white outlined;
fill piecewise from(dat, dat.base/
\)
withcolor .7white outlined;
label.ulft(<<
\#
evt/bin>>, out);
label.bot(<<
$
M_{
\rm
inv}
$
[
\textrm
{
GeV
}
] of
$
(
\nu\bar\nu
)
$
>>, out);
standardgrid.lr();
standardgrid.bt(4,20);
\end
{
gmlgraph*
}
\end
{
center
}
%
\begin
{
align*
}
\sigma
_{
\rm
tot
}
&
= 106.56
\quad
\pm
0.605
\;\textrm
{
fb
}
\quad
[
\pm
0.57
\;\%
]
&
n
_{
\rm
evt,
\
tot
}
&
= 10656
\\
\sigma
_{
\rm
cut
}
&
= 21.350
\quad
\pm
0.462
\;\textrm
{
fb
}
\quad
[
\pm
2.16
\;\%
]
&
n
_{
\rm
evt,
\
cut
}
&
= 2135
\quad
[ 20.04
\;\%
]
\end
{
align*
}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf
{
\large\texttt
{
WHIZARD
}
data analysis
}
\hfill\today
\begin
{
flushleft
}
\textbf
{
Process:
}
\verb
|uubb
_
qcd| (
$
e^
-
e^
+
\to
u
\bar
u b
\bar
b
$
)
\\
\end
{
flushleft
}
%
\begin
{
displaymath
}
\sqrt
{
s
}
= 209.0
\;\textrm
{
GeV
}
\qquad
\int\mathcal
{
L
}
= 100.0
\;\textrm
{
fb
}^{
-1
}
\end
{
displaymath
}
\begin
{
center
}
\unitlength
1mm
\begin
{
gmlgraph*
}
( 130 , 70 )[dat]
setup(linear,log); graphrange (#0.00,#.5), (#209.,#1e4);
%setup(linear,linear); graphrange (#0.00,#0), (#209.,??);
endkey "!";
fromfile "whizard-plots.dat":
key " histogram";
dx := #2.61;
for i withinblock:
get x,y;
plot(dat)(x,y) hbar dx;
endfor
calculate dat.base(dat)(x,#0);
endfrom
fill piecewise from(dat, dat.base/
\)
withcolor .9white outlined;
label.ulft(<<
\#
evt/bin>>, out);
label.bot(<<
$
M_{
\rm
inv}
$
[
\textrm
{
GeV
}
] of
$
(
u
\bar
u
)
$
>>, out);
\end
{
gmlgraph*
}
\end
{
center
}
%
\begin
{
align*
}
\sigma
_{
\rm
tot
}
&
= 23.776
\quad
\pm
0.161
\;\textrm
{
fb
}
\quad
[
\pm
0.68
\;\%
]
&
n
_{
\rm
evt,
\
tot
}
&
= 2378
\\
\sigma
_{
\rm
cut
}
&
= 23.776
\quad
\pm
0.488
\;\textrm
{
fb
}
\quad
[
\pm
2.05
\;\%
]
&
n
_{
\rm
evt,
\
cut
}
&
= 2378
\quad
[ 100.00
\;\%
]
\end
{
align*
}
%
%
\end
{
gmlfile
}
\end
{
document
}
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