LMU/musrfit
5
0
Fork 0
Code Issues 6 Pull Requests Actions Packages Projects Releases 4 Activity

config level fix for Mac OS X 10.9 (Mavericks). Optimize Noakes-Kalvius formulae. Update of docu.

Browse Source
This commit is contained in:
suter_a
2013-12-16 07:54:46 +00:00
parent 03cf723199
commit f51152c4a3
52 changed files with 45761 additions and 214 deletions
Download Patch File Download Diff File Expand all files Collapse all files

2
src/classes/Makefile.am
View File

@ -76,7 +76,7 @@ dict_cpp_sources_userFcn = \
include_HEADERS = $(h_sources) $(h_sources_userFcn)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources) $(h_linkdef_userFcn) $(dict_h_sources_userFcn)
INCLUDES = -I$(top_srcdir)/src/include $(MUSR_ROOT_CFLAGS) $(PSIBIN_CFLAGS) $(MUD_CFLAGS) $(LEM_CFLAGS) $(FFTW3_CFLAGS) $(GSL_CFLAGS) $(BOOST_CFLAGS) $(ROOT_CFLAGS) $(PNEXUS_CXXFLAGS) $(NEXUS_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include $(MUSR_ROOT_CFLAGS) $(PSIBIN_CFLAGS) $(MUD_CFLAGS) $(LEM_CFLAGS) $(FFTW3_CFLAGS) $(GSL_CFLAGS) $(BOOST_CFLAGS) -I$(ROOTINCDIR) $(PNEXUS_CXXFLAGS) $(NEXUS_CFLAGS)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources) $(dict_cpp_sources_userFcn) $(dict_h_sources_userFcn)

63
src/classes/PTheory.cpp
View File

@ -2194,10 +2194,13 @@ Double_t PTheory::SkewedGauss(register Double_t t, const PDoubleVector& paramVal
/**
* <p> theory function: staticNKZF (see D.R. Noakes and G.M. Kalvius Phys. Rev. B 56, 2352 (1997) and
* A. Yaouanc and P. Dalmas de Reotiers, "Muon Spin Rotation, Relaxation, and Resonance" Oxford, Section 6.4.1.3)
* However, I have rewritten it using the identity \f$\Delta_{\rm eff}^2 = (1+R_b^2) \Delta_0^2\f$, which allows
* to massively simplify the formula which now only involves \f$R_b\f$ and \f$\Delta_0\f$. Here \f$\Delta_0\f$
* Will be given in units of \f$1/\mu\mathrm{sec}\f$.
*
* \f[ = \frac{1}{3} + \frac{2}{3}\,\frac{1}{\left(1+(\gamma\Delta_{\rm GbG}t)^2\right)^{3/2}}\,
* \left(1 - \frac{(\gamma\Delta_0 t)^2}{\left(1+(\gamma\Delta_{\rm GbG}t)^2\right)}\right)\,
* \exp\left[\frac{(\gamma\Delta_0 t)^2}{2\left(1+(\gamma\Delta_{\rm GbG}t)^2\right)}\right] \f]
* \f[ = \frac{1}{3} + \frac{2}{3}\,\frac{1}{\left(1+(R_b \Delta_0 t)^2\right)^{3/2}}\,
* \left(1 - \frac{(\Delta_0 t)^2}{\left(1+(R_b \Delta_0 t)^2\right)}\right)\,
* \exp\left[\frac{(\Delta_0 t)^2}{2\left(1+(R_b \Delta_0 t)^2\right)}\right] \f]
*
* <b>meaning of paramValues:</b> \f$\Delta_0\f$, \f$R_{\rm b} = \Delta_{\rm GbG}/\Delta_0\f$ [,\f$t_{\rm shift}\f$]
*
@ -2209,7 +2212,7 @@ Double_t PTheory::SkewedGauss(register Double_t t, const PDoubleVector& paramVal
*/
Double_t PTheory::StaticNKZF(register Double_t t, const PDoubleVector& paramValues, const PDoubleVector& funcValues) const
{
// expected paramters: damping_D0 R_b tshift
// expected paramters: damping_D0 [0], R_b tshift [1]
Double_t val[3];
Double_t result = 1.0;
@ -2234,13 +2237,10 @@ Double_t PTheory::StaticNKZF(register Double_t t, const PDoubleVector& paramValu
else // tshift present
tt = t-val[2];
Double_t t2 = tt*tt;
Double_t Rb2 = val[1]*val[1];
Double_t Rb2p = 1.0+Rb2;
Double_t Deff2_t2 = val[0]*val[0]*(1.0+Rb2)*t2;
Double_t denom = (Rb2p+Rb2*Deff2_t2);
Double_t D2_t2 = val[0]*val[0]*tt*tt;
Double_t denom = 1.0+val[1]*val[1]*D2_t2;
result = 0.333333333333333 + 0.666666666666666667 * TMath::Power(Rb2p/denom, 1.5) * (1.0 - (Deff2_t2/denom)) * exp(-0.5*Deff2_t2/denom);
result = 0.333333333333333 + 0.666666666666666667 * TMath::Power(1.0/denom, 1.5) * (1.0 - (D2_t2/denom)) * exp(-0.5*D2_t2/denom);
return result;
}
@ -2249,9 +2249,12 @@ Double_t PTheory::StaticNKZF(register Double_t t, const PDoubleVector& paramValu
/**
* <p> theory function: staticNKTF (see D.R. Noakes and G.M. Kalvius Phys. Rev. B 56, 2352 (1997) and
* A. Yaouanc and P. Dalmas de Reotiers, "Muon Spin Rotation, Relaxation, and Resonance" Oxford, Section 6.4.1.3)
* However, I have rewritten it using the identity \f$\Delta_{\rm eff}^2 = (1+R_b^2) \Delta_0^2\f$, which allows
* to massively simplify the formula which now only involves \f$R_b\f$ and \f$\Delta_0\f$. Here \f$\Delta_0\f$
* Will be given in units of \f$1/\mu\mathrm{sec}\f$.
*
* \f[ = \frac{1}{\sqrt{1+(\gamma\Delta_{\rm GbG} t)^2}}\,
* \exp\left[-\frac{(\gamma\Delta_0 t)^2}{2(1+(\gamma\Delta_{\rm GbG}t)^2)}\right]\,
* \f[ = \frac{1}{\sqrt{1+(R_b \gamma\Delta_0 t)^2}}\,
* \exp\left[-\frac{(\gamma\Delta_0 t)^2}{2(1+(R_b \gamma\Delta_0 t)^2)}\right]\,
* \cos(\gamma B_{\rm ext} t + \varphi) \f]
*
* <b>meaning of paramValues:</b> \f$\varphi\f$, \f$\nu = \gamma B_{\rm ext}\f$, \f$\Delta_0\f$, \f$R_{\rm b} = \Delta_{\rm GbG}/\Delta_0\f$ [,\f$t_{\rm shift}\f$]
@ -2264,7 +2267,7 @@ Double_t PTheory::StaticNKZF(register Double_t t, const PDoubleVector& paramValu
*/
Double_t PTheory::StaticNKTF(register Double_t t, const PDoubleVector& paramValues, const PDoubleVector& funcValues) const
{
// expected paramters: phase frequency damping_D0 R_b tshift
// expected paramters: phase [0], frequency [1], damping_D0 [2], R_b [3], [tshift [4]]
Double_t val[5];
Double_t result = 1.0;
@ -2289,10 +2292,10 @@ Double_t PTheory::StaticNKTF(register Double_t t, const PDoubleVector& paramValu
else // tshift present
tt = t-val[4];
Double_t D0t_2 = val[2]*val[2]*tt*tt;
Double_t DGt_2p = 1.0 + val[2]*val[2]*val[3]*val[3]*tt*tt;
Double_t D2_t2 = val[2]*val[2]*tt*tt;
Double_t denom = 1.0+val[3]*val[3]*D2_t2;
result = 1.0/sqrt(DGt_2p)*exp(-0.5*D0t_2/DGt_2p)*TMath::Cos(DEG_TO_RAD*val[0]+TWO_PI*val[1]*tt);
result = sqrt(1.0/denom)*exp(-0.5*D2_t2/denom)*TMath::Cos(DEG_TO_RAD*val[0]+TWO_PI*val[1]*tt);
return result;
}
@ -2301,13 +2304,13 @@ Double_t PTheory::StaticNKTF(register Double_t t, const PDoubleVector& paramValu
/**
* <p> theory function: dynamicNKZF (see D.R. Noakes and G.M. Kalvius Phys. Rev. B 56, 2352 (1997) and
* A. Yaouanc and P. Dalmas de Reotiers, "Muon Spin Rotation, Relaxation, and Resonance" Oxford, Section 6.4.1.3)
* However, I have rewritten it using the identity \f$\Delta_{\rm eff}^2 = (1+R_b^2) \Delta_0^2\f$, which allows
* to massively simplify the formula which now only involves \f$R_b\f$ and \f$\Delta_0\f$. Here \f$\Delta_0\f$
* Will be given in units of \f$1/\mu\mathrm{sec}\f$.
*
* \f{eqnarray*}
* \Theta(t) &=& \frac{\exp(-\nu_c t) - 1 - \nu_c t}{\nu_c^2} \\
* \Delta_{\rm eff} &=& \sqrt{\Delta_0^2 + \Delta_{\rm GbG}^2} \\
* P_{Z}^{\rm dyn}(t) &=& \sqrt{\frac{1+R_{\rm b}^2}{1+R_{\rm b}^2+4 (R_{\rm b}\gamma\Delta_{\rm eff})^2 \Theta(t)}}\,
* \exp\left[-\frac{2 (\gamma\Delta_{\rm eff})^2\Theta(t)}{1+R_{\rm b}^2+4 (R_{\rm b}\gamma\Delta_{\rm eff})^2 \Theta(t)}\right] \\
* &=& \sqrt{\frac{1}{1+4 \Delta_{\rm GbG}^2 \Theta(t)}}\,\exp\left[-\frac{2 \Delta_0^2 \Theta(t)}{1+4 \Delta_{\rm GbG}^2 \Theta(t)}\right]
* P_{Z}^{\rm dyn}(t) &=& \sqrt{\frac{1}{1+4 R_b^2 \Delta_0^2 \Theta(t)}}\,\exp\left[-\frac{2 \Delta_0^2 \Theta(t)}{1+4 R_b^2 \Delta_0^2 \Theta(t)}\right]
* \f}
*
* <b>meaning of paramValues:</b> \f$\Delta_0\f$, \f$R_{\rm b} = \Delta_{\rm GbG}/\Delta_0\f$, \f$\nu_c\f$ [,\f$t_{\rm shift}\f$]
@ -2320,7 +2323,7 @@ Double_t PTheory::StaticNKTF(register Double_t t, const PDoubleVector& paramValu
*/
Double_t PTheory::DynamicNKZF(register Double_t t, const PDoubleVector& paramValues, const PDoubleVector& funcValues) const
{
// expected paramters: damping_D0 R_b nu_c tshift
// expected paramters: damping_D0 [0], R_b [1], nu_c [2], [tshift [3]]
Double_t val[4];
Double_t result = 1.0;
@ -2351,9 +2354,9 @@ Double_t PTheory::DynamicNKZF(register Double_t t, const PDoubleVector& paramVal
} else {
theta = (exp(-val[2]*tt) - 1.0 + val[2]*tt)/(val[2]*val[2]);
}
Double_t denom = 1.0/(1.0 + 4.0*val[0]*val[0]*val[1]*val[1]*theta);
Double_t denom = 1.0 + 4.0*val[0]*val[0]*val[1]*val[1]*theta;
result = sqrt(denom)*exp(-2.0*val[0]*val[0]*theta*denom);
result = sqrt(1.0/denom)*exp(-2.0*val[0]*val[0]*theta/denom);
return result;
}
@ -2362,13 +2365,13 @@ Double_t PTheory::DynamicNKZF(register Double_t t, const PDoubleVector& paramVal
/**
* <p> theory function: dynamicNKTF (see D.R. Noakes and G.M. Kalvius Phys. Rev. B 56, 2352 (1997) and
* A. Yaouanc and P. Dalmas de Reotiers, "Muon Spin Rotation, Relaxation, and Resonance" Oxford, Section 6.4.1.3)
* However, I have rewritten it using the identity \f$\Delta_{\rm eff}^2 = (1+R_b^2) \Delta_0^2\f$, which allows
* to massively simplify the formula which now only involves \f$R_b\f$ and \f$\Delta_0\f$. Here \f$\Delta_0\f$
* Will be given in units of \f$1/\mu\mathrm{sec}\f$.
*
* \f{eqnarray*}
* \Theta(t) &=& \frac{\exp(-\nu_c t) - 1 - \nu_c t}{\nu_c^2} \\
* \Delta_{\rm eff} &=& \sqrt{\Delta_0^2 + \Delta_{\rm GbG}^2} \\
* P_{X}^{\rm dyn}(t) &=& \sqrt{\frac{1+R_{\rm b}^2}{1+R_{\rm b}^2+2 (R_{\rm b}\gamma\Delta_{\rm eff})^2 \Theta(t)}}\,
* \exp\left[-\frac{(\gamma\Delta_{\rm eff})^2\Theta(t)}{1+R_{\rm b}^2+2 (R_{\rm b}\gamma\Delta_{\rm eff})^2 \Theta(t)}\right]\,\cos(\gamma B_{\rm ext} t + \varphi) \\
* &=& \sqrt{\frac{1}{1+2 \Delta_{\rm GbG}^2 \Theta(t)}}\,\exp\left[-\frac{\Delta_0^2 \Theta(t)}{1+2 \Delta_{\rm GbG}^2 \Theta(t)}\right]\,\cos(\gamma B_{\rm ext} t + \varphi)
* P_{X}^{\rm dyn}(t) &=& \sqrt{\frac{1}{1+2 R_b^2 \Delta_0^2 \Theta(t)}}\,\exp\left[-\frac{\Delta_0^2 \Theta(t)}{1+2 R_b^2 \Delta_0^2 \Theta(t)}\right]\,\cos(\gamma B_{\rm ext} t + \varphi)
* \f}
*
* <b>meaning of paramValues:</b> \f$\varphi\f$, \f$\nu = \gamma B_{\rm ext}\f$, \f$\Delta_0\f$, \f$R_{\rm b} = \Delta_{\rm GbG}/\Delta_0\f$, \f$\nu_c\f$ [,\f$t_{\rm shift}\f$]
@ -2381,7 +2384,7 @@ Double_t PTheory::DynamicNKZF(register Double_t t, const PDoubleVector& paramVal
*/
Double_t PTheory::DynamicNKTF(register Double_t t, const PDoubleVector& paramValues, const PDoubleVector& funcValues) const
{
// expected paramters: phase frequency damping_D0 R_b nu_c tshift
// expected paramters: phase [0], frequency [1], damping_D0 [2], R_b [3], nu_c [4], [tshift [5]]
Double_t val[6];
Double_t result = 1.0;
@ -2412,9 +2415,9 @@ Double_t PTheory::DynamicNKTF(register Double_t t, const PDoubleVector& paramVal
} else {
theta = (exp(-val[4]*tt) - 1.0 + val[4]*tt)/(val[4]*val[4]);
}
Double_t denom = 1.0/(1.0 + 2.0*val[2]*val[2]*val[3]*val[3]*theta);
Double_t denom = 1.0 + 2.0*val[2]*val[2]*val[3]*val[3]*theta;
result = sqrt(denom)*exp(-val[2]*val[2]*theta*denom)*TMath::Cos(DEG_TO_RAD*val[0]+TWO_PI*val[1]*tt);
result = sqrt(1.0/denom)*exp(-val[2]*val[2]*theta/denom)*TMath::Cos(DEG_TO_RAD*val[0]+TWO_PI*val[1]*tt);
return result;
}

2
src/external/MagProximity/Makefile.am vendored
View File

@ -26,7 +26,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) $(ROOT_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) -I$(ROOTINCDIR)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources)

3
src/external/Makefile.am vendored
View File

@ -3,7 +3,8 @@
if BUILD_ASLIBS
ASDIRS = Nonlocal \
MagProximity \
libSpinValve
libSpinValve \
libPhotoMeissner
endif
if BUILD_CUBALIB

2
src/external/MusrRoot/Makefile.am vendored
View File

@ -19,7 +19,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I. $(ROOT_CFLAGS)
INCLUDES = -I. -I$(ROOTINCDIR)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dist_h_sources)

2
src/external/Nonlocal/Makefile.am vendored
View File

@ -26,7 +26,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) $(ROOT_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) -I$(ROOTINCDIR)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources)

2
src/external/TLemRunHeader/Makefile.am vendored
View File

@ -24,7 +24,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I. $(ROOT_CFLAGS)
INCLUDES = -I. -I$(ROOTINCDIR)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dist_h_sources)

2
src/external/libFitPofB/classes/Makefile.am vendored
View File

@ -37,7 +37,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(BMWTOOLS_CFLAGS) $(LEM_CFLAGS) $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) $(ROOT_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(BMWTOOLS_CFLAGS) $(LEM_CFLAGS) $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) -I$(ROOTINCDIR)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources)

2
src/external/libGapIntegrals/Makefile.am vendored
View File

@ -19,7 +19,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I$(top_srcdir)/src/include $(BMWTOOLS_CFLAGS) $(PMUSR_CFLAGS) $(GSL_CFLAGS) $(ROOT_CFLAGS) $(CUBA_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include $(BMWTOOLS_CFLAGS) $(PMUSR_CFLAGS) $(GSL_CFLAGS) -I$(ROOTINCDIR) $(CUBA_CFLAGS)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources)

2
src/external/libLFRelaxation/Makefile.am vendored
View File

@ -19,7 +19,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I$(top_srcdir)/src/include $(BMWTOOLS_CFLAGS) $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) $(GSL_CFLAGS) $(ROOT_CFLAGS) $(CUBA_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include $(BMWTOOLS_CFLAGS) $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) $(GSL_CFLAGS) -I$(ROOTINCDIR) $(CUBA_CFLAGS)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources)

2
src/external/libSpinValve/classes/Makefile.am vendored
View File

@ -23,7 +23,7 @@ dict_cpp_sources = \
include_HEADERS = $(h_sources)
noinst_HEADERS = $(h_linkdef) $(dict_h_sources)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) $(ROOT_CFLAGS)
INCLUDES = -I$(top_srcdir)/src/include -I../include $(PMUSR_CFLAGS) $(FFTW3_CFLAGS) -I$(ROOTINCDIR)
AM_CXXFLAGS = $(LOCAL_LIB_CXXFLAGS)
BUILT_SOURCES = $(dict_cpp_sources) $(dict_h_sources)

2
src/msr2data.cpp
View File

@ -10,7 +10,7 @@
***************************************************************************/
/***************************************************************************
* Copyright (C) 2009-2012 by Bastian M. Wojek / Andreas Suter *
* Copyright (C) 2009-2013 by Bastian M. Wojek / Andreas Suter *
* andreas.suter@psi.ch *
* *
* This program is free software; you can redistribute it and/or modify *

BIN
src/tests/NoakesKalvius/000100.msr Normal file
View File

Binary file not shown.

10235
src/tests/NoakesKalvius/NK_TF_dynamic.dat Normal file
View File

File diff suppressed because it is too large Load Diff

59
src/tests/NoakesKalvius/NK_TF_dynamic.msr Normal file
View File

@ -0,0 +1,59 @@
MgB12H12 No2 ZF T=150
###############################################################
FITPARAMETER
# Nr. Name Value Step Pos_Error Boundaries
1 alpha 1 0 none 0 2
2 asy 1 -0.00082 0.00083 0 0.33
3 delta 0.649 -0.0016 0.0016 0 none
4 Rb 0.43 -0.016 0.016 0.5 2
5 phase 45 0 none
6 freq 1 0 none
7 nu 0.73 0 none
###############################################################
THEORY
asymmetry 2
dynamicNKTF 5 6 3 4 7 (phase frequency damping_D0 R_b nu_c)
###############################################################
#FUNCTIONS
###############################################################
RUN 000100 XXXX TRIUMF MUD (name beamline institute data-file-format)
fittype 2 (asymmetry fit)
alpha 1
map 0 0 0 0 0 0 0 0 0 0 0
forward 1
backward 2
background 79 391 80 409 # estimated bkg: 21.0224 / 17.1702
data 438 12785 436 12787
t0 432.0 431.0
fit 0 8
packing 100
###############################################################
COMMANDS
MINIMIZE
MINOS
#HESSE
SAVE
###############################################################
FOURIER
units Gauss # units either 'Gauss', 'MHz', or 'Mc/s'
fourier_power 12
apodization NONE # NONE, WEAK, MEDIUM, STRONG
plot POWER # REAL, IMAG, REAL_AND_IMAG, POWER, PHASE
phase 8
#range_for_phase_correction 50.0 70.0
range 0 200
###############################################################
PLOT 2 (asymmetry plot)
runs 1
range 0 8 -1.25 1.25
###############################################################
STATISTIC --- 2012-03-20 10:11:27
chisq = 133.9, NDF = 99, chisq/NDF = 1.352819

801
src/tests/NoakesKalvius/NK_TF_dynamic_Mathematic.dat Normal file
View File

@ -0,0 +1,801 @@
0. 0.7071067811865476
0.01 0.6612954033176582
0.02 0.6128461770051816
0.03 0.5619580800339334
0.04 0.5088401999502609
0.05 0.4537108276131062
0.06 0.396796511928818
0.07 0.33833108009739926
0.08 0.27855462784084684
0.09 0.2177124842056187
0.1 0.1560541556306538
0.11 0.09383225404939588
0.12 0.03130141384872239
0.13 -0.031282797460567266
0.14 -0.09366496999800066
0.15 -0.15559093884227335
0.16 -0.21680886312047157
0.17 -0.27707029210147455
0.18 -0.3361312136169948
0.19 -0.3937530802344851
0.2 -0.44970380872742194
0.21 -0.5037587485295408
0.22 -0.555701615019657
0.23 -0.605325383661841
0.24 -0.6524331412210378
0.25 -0.6968388904855637
0.26 -0.738368305154334
0.27 -0.7768594317868592
0.28 -0.8121633359668712
0.29 -0.8441446900945936
0.3 -0.8726823004968587
0.31 -0.8976695718271275
0.32 -0.9190149070176573
0.33 -0.9366420413421446
0.34 -0.9504903094477593
0.35000000000000003 -0.9605148445191869
0.36 -0.9666867090426339
0.37 -0.9689929569433775
0.38 -0.96743662717492
0.39 -0.9620366691397638
0.4 -0.9528278006199226
0.41000000000000003 -0.9398602991881722
0.42 -0.9231997283574814
0.43 -0.9029266000047383
0.44 -0.8791359748746999
0.45 -0.8519370032297992
0.46 -0.8214524079600538
0.47000000000000003 -0.7878179127037367
0.48 -0.7511816177527996
0.49 -0.7117033267263494
0.5 -0.6695538271899878
0.51 -0.6249141285777802
0.52 -0.5779746609363742
0.53 -0.5289344381567522
0.54 -0.47800018948778983
0.55 -0.42538546323679377
0.56 -0.37130970665514706
0.5700000000000001 -0.31599732608191494
0.58 -0.25967673147453746
0.59 -0.2025793694935106
0.6 -0.14493874932724937
0.61 -0.08698946544421185
0.62 -0.028966221442006283
0.63 0.02889714087211591
0.64 0.08636860308795836
0.65 0.14321891847508514
0.66 0.19922254301736467
0.67 0.25415854537839655
0.68 0.30781149209578007
0.6900000000000001 0.3599723044359536
0.7000000000000001 0.4104390834894356
0.71 0.4590179002477415
0.72 0.5055235475773914
0.73 0.5497802511922283
0.74 0.5916223369219316
0.75 0.6308948517810827
0.76 0.667454136558528
0.77 0.701168347869964
0.78 0.731917927846701
0.79 0.7595960198693337
0.8 0.7841088289954663
0.81 0.8053759259747261
0.8200000000000001 0.8233304939908361
0.8300000000000001 0.8379195175185581
0.84 0.8491039129316732
0.85 0.8568586007458673
0.86 0.8611725196263113
0.87 0.8620485825329072
0.88 0.8595035756155381
0.89 0.8535680007063002
0.9 0.8442858624846111
0.91 0.8317144016134002
0.92 0.8159237753594063
0.93 0.796996687417099
0.9400000000000001 0.7750279688531506
0.9500000000000001 0.7501241122759096
0.96 0.7224027615113591
0.97 0.6919921592328706
0.98 0.6590305551461592
0.99 0.6236655774726403
1. 0.5860535706034611
1.01 0.5463589019123558
1.02 0.5047532408178813
1.03 0.46141481327416967
1.04 0.41652763494388484
1.05 0.37028072636746584
1.06 0.3228673134887678
1.07 0.27448401692897056
1.08 0.22533003341797556
1.09 0.17560631279568048
1.1 0.125514733984492
1.11 0.07525728330954838
1.12 0.025035238504468066
1.1300000000000001 -0.02495163831152135
1.1400000000000001 -0.07450589546430672
1.1500000000000001 -0.12343317122033791
1.16 -0.17154295489356594
1.17 -0.2186493266122039
1.18 -0.2645716729063172
1.19 -0.3091353754006101
1.2 -0.35217247003000746
1.21 -0.393522274338195
1.22 -0.4330319805705669
1.23 -0.4705572124321202
1.24 -0.5059625435472485
1.25 -0.5391219758311686
1.26 -0.5699193761612183
1.27 -0.5982488699196399
1.28 -0.6240151901669451
1.29 -0.6471339813957439
1.3 -0.6675320570081588
1.31 -0.6851476098548862
1.32 -0.6999303753697692
1.33 -0.7118417470295911
1.34 -0.7208548440639366
1.35 -0.7269545315335715
1.36 -0.7301373930871182
1.37 -0.7304116568941018
1.3800000000000001 -0.7277970754369687
1.3900000000000001 -0.7223247600247257
1.4000000000000001 -0.7140369710657642
1.41 -0.7029868653065181
1.42 -0.6892382014052674
1.43 -0.6728650053660474
1.44 -0.6539511975056812
1.45 -0.6325901827669184
1.46 -0.6088844063220544
1.47 -0.5829448765337603
1.48 -0.5548906574527945
1.49 -0.5248483331354337
1.5 -0.49295144615647696
1.51 -0.4593399127764166
1.52 -0.4241594172933854
1.53 -0.3875607881718169
1.54 -0.34969935859010176
1.55 -0.31073431408886665
1.56 -0.27082803002977374
1.57 -0.23014540159192892
1.58 -0.1888531690391572
1.59 -0.1471192409865633
1.6 -0.10511201837924296
1.61 -0.06299972186964449
1.62 -0.020949725243380058
1.6300000000000001 0.020872102503682256
1.6400000000000001 0.062302043891092236
1.6500000000000001 0.10317916600278533
1.6600000000000001 0.14334593745560578
1.67 0.18264882696821785
1.68 0.2209388813043322
1.69 0.25807228046506964
1.7 0.2939108681139687
1.71 0.3283226553336082
1.72 0.3611822959348583
1.73 0.39237153166781336
1.74 0.42177960581680796
1.75 0.44930364380011567
1.76 0.47484899953734366
1.77 0.4983295664935633
1.78 0.5196680524582583
1.79 0.538796217268595
1.8 0.5556550728397579
1.81 0.5701950450194098
1.82 0.582376096938285
1.83 0.5921678136837318
1.84 0.5995494482771606
1.85 0.6045099290892217
1.86 0.6070478289775298
1.87 0.6071712965802809
1.8800000000000001 0.6048979503446592
1.8900000000000001 0.6002547360109023
1.9000000000000001 0.5932777484108089
1.9100000000000001 0.584012018572803
1.92 0.5725112672539385
1.93 0.5588376261419851
1.94 0.5430613280875476
1.95 0.5252603678366227
1.96 0.5055201348377462
1.97 0.4839330197945309
1.98 0.46059799672369167
1.99 0.4356201823602624
2. 0.4091103748253851
2.0100000000000002 0.3811845735376564
2.02 0.35196348240620967
2.0300000000000002 0.3215719983925129
2.04 0.2901386875680464
2.05 0.25779525082654065
2.06 0.22467598143227976
2.07 0.1909172166000562
2.08 0.15665678530775037
2.09 0.12203345453926578
2.1 0.0871863761436715
2.11 0.0522545364762706
2.12 0.017376210958589832
2.13 -0.017311574342183906
2.14 -0.0516735720584582
2.15 -0.08557683178845099
2.16 -0.11889120533922638
2.17 -0.15148983706904923
2.18 -0.183249637525036
2.19 -0.21405173865180938
2.2 -0.24378192893293976
2.21 -0.272331066918371
2.22 -0.29959547168799217
2.23 -0.32547728890316874
2.24 -0.3498848312041747
2.25 -0.37273289182153935
2.2600000000000002 -0.3939430303829469
2.27 -0.41344383001386353
2.2800000000000002 -0.4311711249493807
2.29 -0.44706819799586606
2.3000000000000003 -0.46108594730400376
2.31 -0.473183022038636
2.32 -0.48332592665543944
2.33 -0.4914890936191189
2.34 -0.49765492452212573
2.35 -0.5018137996863751
2.36 -0.503964056452617
2.37 -0.5041119364824957
2.38 -0.5022715025165148
2.39 -0.4984645251466252
2.4 -0.49272034027458594
2.41 -0.48507567803615803
2.42 -0.4755744640762433
2.43 -0.4642675941608392
2.44 -0.4512126832078399
2.45 -0.4364737899099103
2.46 -0.4201211182085949
2.47 -0.4022306969591856
2.48 -0.38288403920047037
2.49 -0.362167782511902
2.5 -0.3401733120030216
2.5100000000000002 -0.31699636753564703
2.52 -0.29273663682847945
2.5300000000000002 -0.26749733613610277
2.54 -0.24138478022980867
2.5500000000000003 -0.21450794343616783
2.56 -0.1869780135107481
2.57 -0.15890794013877346
2.58 -0.13041197986193048
2.59 -0.10160523923087385
2.6 -0.07260321797630842
2.61 -0.04352135397811871
2.62 -0.014474571791639227
2.63 0.01442316353674093
2.64 0.0430592856659031
2.65 0.07132305750926647
2.66 0.09910599152393962
2.67 0.12630225817837246
2.68 0.15280908109469973
2.69 0.1785271174246355
2.7 0.20336082208579542
2.71 0.2272187945580021
2.72 0.2500141070163496
2.73 0.2716646126591571
2.74 0.2920932331741582
2.75 0.31122822437482156
2.7600000000000002 0.3290034191305439
2.77 0.3453584468087461
2.7800000000000002 0.3602389285438027
2.79 0.3735966477463244
2.8000000000000003 0.38538969536662776
2.81 0.3955825895275886
2.82 0.4041463692442236
2.83 0.41105866204983565
2.84 0.4163037254510016
2.85 0.4198724622356856
2.86 0.4217624097599322
2.87 0.4219777034385621
2.88 0.4205290147636489
2.89 0.4174334642709897
2.9 0.4127145099688713
2.91 0.4064018118348867
2.92 0.39853107307500746
2.93 0.3891438589242656
2.94 0.3782873938499332
2.95 0.3660143380957055
2.96 0.3523825445788871
2.97 0.3374547972215667
2.98 0.3212985318611954
2.99 0.30398554094545127
3. 0.28559166327072616
3.0100000000000002 0.26619646007276143
3.02 0.24588287882177312
3.0300000000000002 0.22473690611264985
3.04 0.2028472110735271
3.0500000000000003 0.18030478074285675
3.06 0.15720254888637072
3.0700000000000003 0.1336350197405206
3.08 0.10969788817857282
3.09 0.08548765779910081
3.1 0.06110125843448205
3.11 0.03663566456906139
3.12 0.012187516143016759
3.13 -0.012147256801267829
3.14 -0.03627380419823833
3.15 -0.06009871936159918
3.16 -0.08353039434344026
3.17 -0.10647936592360079
3.18 -0.12885865094809476
3.19 -0.15058406978510275
3.2 -0.17157455672133776
3.21 -0.19175245617995254
3.22 -0.21104380370348944
3.23 -0.22937859071134908
3.24 -0.2466910121106483
3.25 -0.2629196959117328
3.2600000000000002 -0.2780079140749548
3.27 -0.2919037738929714
3.2800000000000002 -0.3045603892927952
3.29 -0.3159360315235553
3.3000000000000003 -0.3259942587792186
3.31 -0.3347040243899966
3.3200000000000003 -0.3420397633014967
3.33 -0.3479814566465384
3.34 -0.35251467430062067
3.35 -0.3556305953979221
3.36 -0.35732600687019395
3.37 -0.3576032801555415
3.38 -0.3564703263076354
3.39 -0.35394052981802204
3.4 -0.35003266154456597
3.41 -0.344770771217424
3.42 -0.3381840600699688
3.43 -0.33030673421551854
3.44 -0.32117783946130224
3.45 -0.31084107831853147
3.46 -0.29934461003157437
3.47 -0.2867408345097089
3.48 -0.2730861611016998
3.49 -0.25844076320615883
3.5 -0.24286831975924103
3.5100000000000002 -0.22643574468548563
3.52 -0.20921290543741078
3.5300000000000002 -0.19127233178464104
3.54 -0.17268891604391737
3.5500000000000003 -0.153539605966958
3.56 -0.13390309152411967
3.5700000000000003 -0.113859486837648
3.58 -0.09349000852943075
3.59 -0.07287665175417221
3.6 -0.05210186519007624
3.61 -0.031248226255332228
3.62 -0.010398117810050128
3.63 0.01036659241016732
3.64 0.030964868401012407
3.65 0.05131681733141925
3.66 0.07134399464282448
3.67 0.09096970165952532
3.68 0.11011927459995592
3.69 0.12872036391859576
3.7 0.14670320295218536
3.71 0.16400086489147334
3.72 0.18054950715080392
3.73 0.19628860226219583
3.74 0.21116115447798098
3.75 0.22511390132621617
3.7600000000000002 0.23809749942592595
3.77 0.2500666939341915
3.7800000000000002 0.2609804710642978
3.79 0.2708021931829364
3.8000000000000003 0.27949971606486507
3.81 0.2870454879549779
3.8200000000000003 0.29341663016024233
3.83 0.298594998967099
3.84 0.30256722875344305
3.85 0.3053247562378593
3.86 0.3068638258821876
3.87 0.30718547653636047
3.88 0.30629550948657325
3.89 0.3042044381389362
3.9 0.3009274196405195
3.91 0.29648416880790446
3.92 0.2908988547997427
3.93 0.28419998103412775
3.94 0.27642024891360717
3.95 0.26759640598012835
3.96 0.2577690791789796
3.97 0.24698259396454667
3.98 0.2352847800313972
3.99 0.22272676450153084
4. 0.20936275344250754
4.01 0.19524980263141067
4.0200000000000005 0.18044757851608118
4.03 0.16501811035766703
4.04 0.14902553456713416
4.05 0.13253583227295507
4.0600000000000005 0.11561656117758157
4.07 0.09833658277650609
4.08 0.08076578602568622
4.09 0.06297480855082843
4.1 0.045034756495436916
4.11 0.027016924103726924
4.12 0.008992514129481419
4.13 -0.008967639847389755
4.14 -0.026793348128066358
4.15 -0.044415335574836526
4.16 -0.061765507234237474
4.17 -0.07877720789894206
4.18 -0.09538547463296027
4.19 -0.11152728131736954
4.2 -0.12714177430980245
4.21 -0.14217049835037826
4.22 -0.15655761188916503
4.23 -0.17025009105584563
4.24 -0.1831979215404205
4.25 -0.1953542777046326
4.26 -0.20667568829692945
4.2700000000000005 -0.2171221881991105
4.28 -0.226657455689986
4.29 -0.23524893477033296
4.3 -0.24286794215370225
4.3100000000000005 -0.24948975858926611
4.32 -0.2550937042453582
4.33 -0.25966319794563214
4.34 -0.26318580011344783
4.3500000000000005 -0.2656532393440414
4.36 -0.267061422587934
4.37 -0.2674104289926678
4.38 -0.2667044875130728
4.39 -0.2649519384626352
4.4 -0.262165179239898
4.41 -0.25836059452397697
4.42 -0.25355847129195574
4.43 -0.24778289906796444
4.44 -0.2410616558688725
4.45 -0.2334260803646011
4.46 -0.22491093082183
4.47 -0.21555423144820784
4.48 -0.2053971067998457
4.49 -0.19448360495778477
4.5 -0.18286051021901722
4.51 -0.17057714608456223
4.5200000000000005 -0.15768516936065588
4.53 -0.14423835621947415
4.54 -0.13029238109264712
4.55 -0.115904589294209
4.5600000000000005 -0.1011337642893885
4.57 -0.08603989054176675
4.58 -0.07068391288376863
4.59 -0.055127493364183225
4.6000000000000005 -0.03943276653136801
4.61 -0.02366209411205859
4.62 -0.007877820043207372
4.63 0.007857973191868135
4.64 0.023483705981580852
4.65 0.03893853983039574
4.66 0.05416261151827129
4.67 0.06909726228453611
4.68 0.0836852611692116
4.69 0.0978710216718036
4.7 0.11160081091762908
4.71 0.1248229505549017
4.72 0.13748800864161978
4.73 0.1495489818200253
4.74 0.1609614671174784
4.75 0.1716838227561465
4.76 0.1816773173995687
4.7700000000000005 0.19090626731185423
4.78 0.19933816095475673
4.79 0.20694377059895394
4.8 0.21369725057830957
4.8100000000000005 0.21957622186960254
4.82 0.22456184273480437
4.83 0.2286388652183984
4.84 0.23179567734815232
4.8500000000000005 0.234024330944008
4.86 0.23532055499610716
4.87 0.2356837546291986
4.88 0.23511699572657246
4.89 0.233626975342019
4.9 0.2312239780829001
4.91 0.22792181870104491
4.92 0.22373777118062652
4.93 0.21869248466327704
4.94 0.21280988660020794
4.95 0.2061170735689012
4.96 0.1986441902377866
4.97 0.19042429700611344
4.98 0.1814932268877333
4.99 0.17188943224667452
5. 0.16165382202892203
5.01 0.15082959016882125
5.0200000000000005 0.13946203587959702
5.03 0.12759837656574624
5.04 0.11528755412031885
5.05 0.10258003539228179
5.0600000000000005 0.08952760762818363
5.07 0.07618316970816105
5.08 0.06260052000891306
5.09 0.048834141735570435
5.1000000000000005 0.03493898657031285
5.11 0.020970257488336943
5.12 0.006983191591036497
5.13 -0.00696715619758439
5.14 -0.02082612773254487
5.15 -0.034539673719184316
5.16 -0.04805456243937348
5.17 -0.0613185843346096
5.18 -0.07428075166757933
5.19 -0.0868914925065123
5.2 -0.09910283830207615
5.21 -0.1108686043547557
5.22 -0.12214456250143757
5.23 -0.1328886053832283
5.24 -0.14306090169204141
5.25 -0.15262404183133793
5.26 -0.16154317346611238
5.2700000000000005 -0.16978612647894495
5.28 -0.17732352689220723
5.29 -0.18412889936143265
5.3 -0.19017875789101474
5.3100000000000005 -0.19545268447075523
5.32 -0.19993339538009955
5.33 -0.20360679495597211
5.34 -0.20646201666978403
5.3500000000000005 -0.20849145140922348
5.36 -0.2096907629106836
5.37 -0.21005889033839192
5.38 -0.2095980380563332
5.39 -0.208313652688686
5.4 -0.20621438761352923
5.41 -0.20331205508284844
5.42 -0.199621566209177
5.43 -0.19516085910539016
5.44 -0.18995081550902693
5.45 -0.18401516626591602
5.46 -0.1773803860895997
5.47 -0.1700755780530425
5.48 -0.1621323483070871
5.49 -0.15358467155605676
5.5 -0.14446874785462477
5.51 -0.1348228513214526
5.5200000000000005 -0.1246871713940305
5.53 -0.11410364727553994
5.54 -0.10311579624831464
5.55 -0.09176853654951979
5.5600000000000005 -0.08010800552286428
5.57 -0.0681813737756166
5.58 -0.05603665608262246
5.59 -0.04372251978862372
5.6000000000000005 -0.03128809146677063
5.61 -0.018782762594837528
5.62 -0.006255995011304929
5.63 0.006242873088828717
5.64 0.018664819863885358
5.65 0.03096133049459055
5.66 0.04308458507694972
5.67 0.0549876430173986
5.68 0.06662462322521294
5.69 0.07795087941651457
5.7 0.08892316986597817
5.71 0.09949982096675927
5.72 0.10964088398584737
5.73 0.11930828443106177
5.74 0.12846596347706596
5.75 0.1370800109309798
5.76 0.1451187892531648
5.7700000000000005 0.1525530481856335
5.78 0.15935602957889686
5.79 0.1655035620478982
5.8 0.17097414512879588
5.8100000000000005 0.17574902265058212
5.82 0.17981224507869178
5.83 0.18315072063168633
5.84 0.18575425501663362
5.8500000000000005 0.18761557967377956
5.86 0.1887303684662921
5.87 0.18909724279615636
5.88 0.18871776517245786
5.89 0.18759642130319024
5.9 0.1857405908261615
5.91 0.18316050683838622
5.92 0.17986920442637136
5.93 0.17588245844177908
5.94 0.1712187108078846
5.95 0.16589898768195022
5.96 0.15994680683687004
5.97 0.15338807566217202
5.98 0.14625098021942537
5.99 0.1385658658203138
6. 0.13036510962681677
6.01 0.12168298580212444
6.0200000000000005 0.11255552376789175
6.03 0.10302036014816301
6.04 0.09311658500263457
6.05 0.08288458297192555
6.0600000000000005 0.0723658699749001
6.07 0.061602926112992513
6.08 0.050639025448758826
6.09 0.039518063335514136
6.1000000000000005 0.028284381981860954
6.11 0.01698259493918668
6.12 0.005657411201792073
6.13 -0.005646540391790289
6.140000000000001 -0.016884885771564915
6.15 -0.02801367858457876
6.16 -0.038989570809940144
6.17 -0.04976998038271153
6.18 -0.060313255183194
6.19 -0.0705788327647274
6.2 -0.080527395212108
6.21 -0.09012101854398935
6.22 -0.09932331609610281
6.23 -0.10809957534775737
6.24 -0.11641688768159947
6.25 -0.12424427059614607
6.26 -0.13155278192176706
6.2700000000000005 -0.13831562562371788
6.28 -0.14450824881012725
6.29 -0.15010842959861995
6.3 -0.1550963555321642
6.3100000000000005 -0.15945469227275294
6.32 -0.16316864234046366
6.33 -0.16622599370513177
6.34 -0.16861715807816435
6.3500000000000005 -0.17033519879277084
6.36 -0.1713758482019243
6.37 -0.17173751456451727
6.38 -0.17142127843130514
6.390000000000001 -0.1704308785831607
6.4 -0.16877268761473987
6.41 -0.1664556772967266
6.42 -0.1634913738892349
6.43 -0.15989380361752906
6.44 -0.1556794285588626
6.45 -0.15086707322575948
6.46 -0.14547784216633106
6.47 -0.13953502893615682
6.48 -0.13306401682863989
6.49 -0.126092171781535
6.5 -0.1186487279063962
6.51 -0.11076466611489873
6.5200000000000005 -0.1024725863412201
6.53 -0.09380657388293
6.54 -0.08480206040389171
6.55 -0.07549568016164522
6.5600000000000005 -0.06592512203833416
6.57 -0.05612897796863788
6.58 -0.046146588370085305
6.59 -0.0360178851907357
6.6000000000000005 -0.025783233196344346
6.61 -0.015483270123813059
6.62 -0.00515874632995513
6.63 0.005149635435617116
6.640000000000001 0.015401379507346716
6.65 0.02555635540933799
6.66 0.03557495397620711
6.67 0.045418240885560866
6.68 0.05504810701069626
6.69 0.06442741501658718
6.7 0.07352014163885238
6.71 0.08229151510424448
6.72 0.09070814717200198
6.73 0.09873815929821617
6.74 0.10635130245002777
6.75 0.11351907012291788
6.76 0.12021480414237476
6.7700000000000005 0.12641379286089482
6.78 0.13209336139227537
6.79 0.13723295355748438
6.8 0.14181420524987295
6.8100000000000005 0.1458210089620152
6.82 0.14923956925185605
6.83 0.15205844896198947
6.84 0.15426860604264422
6.8500000000000005 0.15586342086617394
6.86 0.15683871395835636
6.87 0.15719275410951417
6.88 0.15692625686616615
6.890000000000001 0.15604237344150215
6.9 0.15454667012028292
6.91 0.15244709827064812
6.92 0.14975395511164324
6.93 0.14647983542090415
6.94 0.14263957440171274
6.95 0.13825018196247346
6.96 0.13333076869435218
6.97 0.12790246386434329
6.98 0.12198832577115093
6.99 0.11561324484000296
7. 0.10880383985962218
7.01 0.10158834779007092
7.0200000000000005 0.09399650759390234
7.03 0.0860594385649246
7.04 0.07780951364881188
7.05 0.06928022826781025
7.0600000000000005 0.060506065177629534
7.07 0.05152235589842726
7.08 0.04236513927341552
7.09 0.03307101771805439
7.1000000000000005 0.023677011729989064
7.11 0.01422041323483861
7.12 0.004738638345644138
7.13 -0.004730919885780151
7.140000000000001 -0.014151038149219967
7.15 -0.023484808415801826
7.16 -0.032695781771102356
7.17 -0.04174810998407491
7.18 -0.05060668426488838
7.19 -0.05923727067751957
7.2 -0.06760664168772296
7.21 -0.07568270334376033
7.22 -0.08343461760594
7.23 -0.09083291936155347
7.24 -0.09784962768399734
7.25 -0.10445835091882527
7.26 -0.1106343852048795
7.2700000000000005 -0.1163548060656085
7.28 -0.12159855273387893
7.29 -0.12634650490310484
7.3 -0.13058155162807158
7.3100000000000005 -0.13428865213040828
7.32 -0.13745488829609032
7.33 -0.14006950868550785
7.34 -0.14212396391038454
7.3500000000000005 -0.14361193326604998
7.36 -0.1445293425421218
7.37 -0.1448743729693866
7.38 -0.14464746129546932
7.390000000000001 -0.14385129101660263
7.4 -0.1424907748273122
7.41 -0.1405730283839908
7.42 -0.13810733551201765
7.43 -0.1351051050191419
7.44 -0.13157981931018678
7.45 -0.12754697502960408
7.46 -0.1230240159888821
7.47 -0.11803025866523231
7.48 -0.1125868105861388
7.49 -0.10671648194123415
7.5 -0.10044369078842061
7.51 -0.09379436224509985
7.5200000000000005 -0.08679582207771512
7.53 -0.07947668512346721
7.54 -0.07186673899697708
7.55 -0.06399682355175168
7.5600000000000005 -0.055898706581470434
7.57 -0.047604956259404925
7.58 -0.03914881082549949
7.59 -0.030564046039908352
7.6000000000000005 -0.021884840928960838
7.61 -0.013145642354624443
7.62 -0.004381028941548839
7.63 0.004374425103301178
7.640000000000001 0.013086285744584866
7.65 0.02172039391554513
7.66 0.030242998832731995
7.67 0.03862088931060174
7.68 0.04682152256747199
7.69 0.054813150025645005
7.7 0.06256493962171059
7.71 0.07004709415817371
7.72 0.07723096524439292
7.73 0.08408916239341836
7.74 0.09059565686155038
7.75 0.0967258798392509
7.76 0.1024568146252444
7.7700000000000005 0.10776708244032507
7.78 0.11263702156325957
7.79 0.11704875949824259
7.8 0.12098627791148424
7.8100000000000005 0.12443547010358098
7.82 0.12738419081421698
7.83 0.12982229818634092
7.84 0.13174168774815836
7.8500000000000005 0.13313631830294623
7.86 0.1340022296486731
7.87 0.13433755208163672
7.88 0.1341425076706132
7.890000000000001 0.13341940332027322
7.9 0.13217261567471233
7.91 0.13040856794374034
7.92 0.12813569876595976
7.930000000000001 0.12536442325352132
7.94 0.12210708639363178
7.95 0.118377909011322
7.96 0.11419292652652614
7.97 0.1095699207660736
7.98 0.10452834511764073
7.99 0.09908924333798569
8. 0.09327516235172963

10235
src/tests/NoakesKalvius/NK_TF_static.dat Normal file
View File

File diff suppressed because it is too large Load Diff

58
src/tests/NoakesKalvius/NK_TF_static.msr Normal file
View File

@ -0,0 +1,58 @@
MgB12H12 No2 ZF T=150
###############################################################
FITPARAMETER
# Nr. Name Value Step Pos_Error Boundaries
1 alpha 1 0 none 0 2
2 asy 1 -0.00082 0.00083 0 0.33
3 delta 0.649 -0.0016 0.0016 0 none
4 Rb 0.43 -0.016 0.016 0.5 2
5 phase 45 0 none
6 freq 1 0 none
###############################################################
THEORY
asymmetry 2
staticNKTF 5 6 3 4 (phase frequency damping_D0 R_b)
###############################################################
#FUNCTIONS
###############################################################
RUN 000100 XXXX TRIUMF MUD (name beamline institute data-file-format)
fittype 2 (asymmetry fit)
alpha 1
map 0 0 0 0 0 0 0 0 0 0 0
forward 1
backward 2
background 79 391 80 409 # estimated bkg: 21.0224 / 17.1702
data 438 12785 436 12787
t0 432.0 431.0
fit 0 8
packing 100
###############################################################
COMMANDS
MINIMIZE
MINOS
#HESSE
SAVE
###############################################################
FOURIER
units Gauss # units either 'Gauss', 'MHz', or 'Mc/s'
fourier_power 12
apodization NONE # NONE, WEAK, MEDIUM, STRONG
plot POWER # REAL, IMAG, REAL_AND_IMAG, POWER, PHASE
phase 8
#range_for_phase_correction 50.0 70.0
range 0 200
###############################################################
PLOT 2 (asymmetry plot)
runs 1
range 0 8 -1.25 1.25
###############################################################
STATISTIC --- 2012-03-20 10:11:27
chisq = 133.9, NDF = 99, chisq/NDF = 1.352819

801
src/tests/NoakesKalvius/NK_TF_static_Mathematic.dat Normal file
View File

@ -0,0 +1,801 @@
0. 0.7071067811865476
0.01 0.6612953632365418
0.02 0.612845880402045
0.03 0.5619571638551164
0.04 0.5088382373107565
0.05 0.45370741628766903
0.06 0.3967913667713167
0.07 0.3383241275433224
0.08 0.27854610060731966
0.09 0.21770301428621308
0.1 0.1560448636888216
0.11 0.09382483334442457
0.12 0.03129820688136872
0.13 -0.03127873131973771
0.14 -0.09364979753685027
0.15 -0.15556000821270197
0.16 -0.2167566726041368
0.17 -0.2769904736621587
0.18 -0.33601653229341044
0.19 -0.39359545023980236
0.2 -0.44949432692144503
0.21 -0.5034877457183145
0.22 -0.5553587253175057
0.23 -0.6048996319246932
0.24 -0.6519130483296784
0.25 -0.69621259602557
0.26 -0.7376237068082708
0.27 -0.7759843405262339
0.28 -0.811145645908763
0.29 -0.8429725616731026
0.3 -0.8713443553948348
0.31 -0.8961550979212438
0.32 -0.9173140714118476
0.33 -0.9347461094026963
0.34 -0.9483918676097703
0.35000000000000003 -0.9582080245102886
0.36 -0.9641674110673704
0.37 -0.9662590692916746
0.38 -0.9644882396618093
0.39 -0.9588762777517987
0.4 -0.9494605007372325
0.41000000000000003 -0.9362939647702764
0.42 -0.9194451745260346
0.43 -0.8989977265273138
0.44 -0.875049888150244
0.45 -0.8477141144980669
0.46 -0.8171165056034281
0.47000000000000003 -0.783396206679419
0.48 -0.7467047543852878
0.49 -0.7072053723030381
0.5 -0.6650722190350844
0.51 -0.6204895925297971
0.52 -0.5736510944203301
0.53 -0.5247587583218373
0.54 -0.4740221461724312
0.55 -0.4216574168234807
0.56 -0.36788637118463274
0.5700000000000001 -0.31293547830800117
0.58 -0.25703488685402204
0.59 -0.20041742641843063
0.6 -0.14331760321567683
0.61 -0.08597059460893165
0.62 -0.028611246950844375
0.63 0.028526918847296894
0.64 0.08521268966699738
0.65 0.14121812618988272
0.66 0.19631950840160042
0.67 0.25029825655672155
0.68 0.3029418237105465
0.6900000000000001 0.35404455608192803
0.7000000000000001 0.40340851768546465
0.71 0.45084427586051684
0.72 0.49617164452760476
0.73 0.5392203822186342
0.74 0.5798308421550161
0.75 0.6178545718858391
0.76 0.6531548602456894
0.77 0.68560722964712
0.78 0.7150998719849821
0.79 0.7415340266974809
0.8 0.7648242998005949
0.81 0.78489892298715
0.8200000000000001 0.8016999521579539
0.8300000000000001 0.8151834050287725
0.84 0.8253193377321846
0.85 0.8320918606062777
0.86 0.8354990936314587
0.87 0.8355530622411664
0.88 0.8322795344907747
0.89 0.8257178008203788
0.9 0.8159203978903292
0.91 0.80295277820232
0.92 0.7868929274425566
0.93 0.7678309316961018
0.9400000000000001 0.7458684968821033
0.9500000000000001 0.7211184229473994
0.96 0.6937040355303564
0.97 0.6637585779669566
0.98 0.6314245666566766
0.99 0.5968531129359818
1. 0.5602032147219924
1.01 0.5216410212876121
1.02 0.4813390746120137
1.03 0.4394755308165628
1.04 0.39623336524599584
1.05 0.3517995647879333
1.06 0.3063643110406001
1.07 0.260120157939177
1.08 0.21326120743559815
1.09 0.1659822867952597
1.1 0.11847813102721053
1.11 0.07094257390253103
1.12 0.02356775093907333
1.1300000000000001 -0.02345668235974062
1.1400000000000001 -0.06994431382838318
1.1500000000000001 -0.11571271645799713
1.16 -0.16058416577242782
1.17 -0.20438632996369335
1.18 -0.24695293013984201
1.19 -0.2881243681987695
1.2 -0.32774832001101323
1.21 -0.36568029177202055
1.22 -0.4017841375690716
1.23 -0.43593253639880075
1.24 -0.4680074270674049
1.25 -0.4979003996060157
1.26 -0.5255130420375124
1.27 -0.5507572415372559
1.28 -0.5735554392379004
1.29 -0.5938408381366642
1.3 -0.6115575637712449
1.31 -0.6266607775370832
1.32 -0.6391167427229955
1.33 -0.648902843543448
1.34 -0.6560075576430844
1.35 -0.6604303827417601
1.36 -0.6621817182754719
1.37 -0.6612827030694886
1.3800000000000001 -0.6577650102539753
1.3900000000000001 -0.6516706007987921
1.4000000000000001 -0.6430514372023596
1.41 -0.6319691590188974
1.42 -0.6184947220484973
1.43 -0.6027080031448592
1.44 -0.5846973727157316
1.45 -0.5645592371007448
1.46 -0.5423975531101144
1.47 -0.518323317095356
1.48 -0.49245403099946433
1.49 -0.4649131478988477
1.5 -0.4358294996024951
1.51 -0.40533670891546253
1.52 -0.37357258920362735
1.53 -0.3406785339149777
1.54 -0.30679889871948157
1.55 -0.2720803789250032
1.56 -0.23667138481098357
1.57 -0.20072141749491496
1.58 -0.16438044790932324
1.59 -0.12779830141926365
1.6 -0.09112405055277509
1.61 -0.05450541824946942
1.62 -0.01808819395613599
1.6300000000000001 0.017984335186781573
1.6400000000000001 0.05357193591716709
1.6500000000000001 0.08853796113184953
1.6600000000000001 0.12274986093399984
1.67 0.15607967061994674
1.68 0.1884044738985845
1.69 0.2196068397622845
1.7 0.24957523155894812
1.71 0.27820438694950117
1.72 0.30539566757336545
1.73 0.33105737738560004
1.74 0.3551050487727261
1.75 0.3774616956992153
1.76 0.3980580332825575
1.77 0.4168326633411086
1.78 0.4337322256049541
1.79 0.44871151442517704
1.8 0.46173356096066437
1.81 0.47276968096323685
1.82 0.48179948842104464
1.83 0.48881087545615337
1.84 0.4937999590046283
1.85 0.4967709949356972
1.86 0.497736260390255
1.87 0.4967159052376525
1.8800000000000001 0.4937377736629652
1.8900000000000001 0.4888371970043789
1.9000000000000001 0.4820567590616367
1.9100000000000001 0.4734460351913069
1.92 0.46306130659270395
1.93 0.4509652512693503
1.94 0.437226613224684
1.95 0.4219198515171275
1.96 0.4051247708584519
1.97 0.38692613549050403
1.98 0.3674132681187131
1.99 0.3466796357162998
2. 0.32482242404074907
2.0100000000000002 0.30194210272393257
2.02 0.27814198280922725
2.0300000000000002 0.25352776861325393
2.04 0.2282071057864785
2.05 0.20228912743604324
2.06 0.1758840001559878
2.07 0.1491024717846506
2.08 0.12205542267674004
2.09 0.09485342223856968
2.1 0.06760629242946344
2.11 0.040422679880824035
2.12 0.01340963822675694
2.13 -0.013327777822722117
2.14 -0.039686905203166464
2.15 -0.06556785062214132
2.16 -0.09087385277845361
2.17 -0.1155116274436163
2.18 -0.13939169426038972
2.19 -0.16242868420182596
2.2 -0.1845416267259608
2.21 -0.20565421575526746
2.22 -0.22569505370626813
2.23 -0.2445978728925387
2.24 -0.26230173372349685
2.25 -0.27875119922136554
2.2600000000000002 -0.2938964854791829
2.27 -0.3076935877831687
2.2800000000000002 -0.32010438222300597
2.29 -0.3310967027128873
2.3000000000000003 -0.3406443934445733
2.31 -0.348727336890417
2.32 -0.3553314575693055
2.33 -0.3604487018811947
2.34 -0.3640769944061385
2.35 -0.36622017115108635
2.36 -0.36688789031196267
2.37 -0.36609552119933253
2.38 -0.36386401205308233
2.39 -0.360219737544703
2.4 -0.3551943268347736
2.41 -0.3488244731178635
2.42 -0.34115172564713864
2.43 -0.33222226528628324
2.44 -0.3220866646868075
2.45 -0.31079963423425716
2.46 -0.29841975494719347
2.47 -0.285009199547951
2.48 -0.2706334429541246
2.49 -0.2553609634642954
2.5 -0.23926293593087525
2.5100000000000002 -0.22241291822690673
2.52 -0.20488653232239284
2.5300000000000002 -0.18676114128920138
2.54 -0.16811552355188367
2.5500000000000003 -0.14902954569494486
2.56 -0.12958383512530483
2.57 -0.10985945387198386
2.58 -0.08993757478364053
2.59 -0.06989916135855115
2.6 -0.049824652411115465
2.61 -0.029793652744327385
2.62 -0.009884630958812255
2.63 0.009825374513561854
2.64 0.029261040109762895
2.65 0.048349031577280974
2.66 0.06701826721820164
2.67 0.08520016905212563
2.68 0.10282890107290509
2.69 0.1198415938348831
2.7 0.13617855466733828
2.71 0.15178346288062355
2.72 0.16660354939389746
2.73 0.1805897602820605
2.74 0.1936969038082861
2.75 0.2058837805779972
2.7600000000000002 0.21711329652021555
2.77 0.22735255847232314
2.7800000000000002 0.23657295221450508
2.79 0.24475020286988336
2.8000000000000003 0.2518644176556147
2.81 0.2579001110385766
2.82 0.26284621241654066
2.83 0.2666960565116665
2.84 0.26944735672750275
2.85 0.27110216178324564
2.86 0.27166679599954857
2.87 0.27115178366851167
2.88 0.26957175799639216
2.89 0.2669453551609197
2.9 0.2632950940756612
2.91 0.25864724250154175
2.92 0.25303167019022527
2.93 0.24648168978546797
2.94 0.23903388624666783
2.95 0.23072793559352156
2.96 0.22160641380193605
2.97 0.21171459670894408
2.98 0.20110025180842872
2.99 0.18981342283978034
3. 0.17790620808827012
3.0100000000000002 0.16543253332884864
3.02 0.15244792035429863
3.0300000000000002 0.13900925203415937
3.04 0.12517453485271213
3.0500000000000003 0.11100265987243835
3.06 0.09655316306404886
3.0700000000000003 0.08188598593517808
3.08 0.06706123737754995
3.09 0.052138957636657525
3.1 0.0371788852890558
3.11 0.022240228090250846
3.12 0.007381438531047076
3.13 -0.007340005087797624
3.14 -0.021867811283513484
3.15 -0.03614708097610363
3.16 -0.05012450532002705
3.17 -0.06374855511083964
3.18 -0.0769696611350832
3.19 -0.08974038487371871
3.2 -0.10201557901327062
3.21 -0.11375253726420166
3.22 -0.12491113303278352
3.23 -0.13545394654063575
3.24 -0.14534638003501274
3.25 -0.1545567607825495
3.2600000000000002 -0.1630564315894896
3.27 -0.17081982864200734
3.2800000000000002 -0.177824546511111
3.29 -0.18405139021743458
3.3000000000000003 -0.18948441430187338
3.31 -0.19411094889828415
3.3200000000000003 -0.19792161285416643
3.33 -0.20091031399419568
3.34 -0.20307423666951357
3.35 -0.20441381678260823
3.36 -0.20493270452331663
3.37 -0.20463771509573989
3.38 -0.20353876775857163
3.39 -0.20164881354234504
3.4 -0.1989837520462557
3.41 -0.195562337754417
3.42 -0.19140607634650877
3.43 -0.1865391115106922
3.44 -0.18098810279729402
3.45 -0.17478209507998854
3.46 -0.16795238021700915
3.47 -0.16053235152814063
3.48 -0.15255735172393275
3.49 -0.14406451494157652
3.5 -0.13509260355724004
3.5100000000000002 -0.12568184045729658
3.52 -0.11587373746080376
3.5300000000000002 -0.10571092059276056
3.54 -0.09523695291217016
3.5500000000000003 -0.0844961556006279
3.56 -0.07353342801627907
3.5700000000000003 -0.06239406741432214
3.58 -0.05112358902907731
3.59 -0.03976754720382103
3.6 -0.028371358243323912
3.61 -0.01698012565030811
3.62 -0.005638468390968321
3.63 0.005609647183641836
3.64 0.01672107115407774
3.65 0.027653629003138204
3.66 0.03836627518156517
3.67 0.04881924073609363
3.68 0.058974174495357745
3.69 0.06879427733888108
3.7 0.07824442910568297
3.71 0.08729130773163218
3.72 0.09590350023851825
3.73 0.1040516052327172
3.74 0.11170832660718694
3.75 0.11884855817713214
3.7600000000000002 0.1254494590170043
3.77 0.13149051930422628
3.7800000000000002 0.13695361651321092
3.79 0.14182306184153368
3.8000000000000003 0.1460856367885368
3.81 0.1497306198449352
3.8200000000000003 0.15274980329007068
3.83 0.15513750013116642
3.84 0.15689054125613155
3.85 0.15800826290801318
3.86 0.15849248462498144
3.87 0.1583474778246091
3.88 0.15757992524506254
3.89 0.15619887148854672
3.9 0.15421566494380715
3.91 0.15164389139460688
3.92 0.14849929964975245
3.93 0.1447997195573428
3.94 0.14056497279138966
3.95 0.1358167768227013
3.96 0.13057864250789983
3.97 0.1248757657505308
3.98 0.11873491370644298
3.99 0.11218430602183688
4. 0.10525349160662192
4.01 0.09797322145791258
4.0200000000000005 0.09037531805862555
4.03 0.08249254188419025
4.04 0.07435845555632976
4.05 0.06600728618674058
4.0600000000000005 0.05747378645526106
4.07 0.04879309496680575
4.08 0.04000059642897841
4.09 0.03113178218789007
4.1 0.022222111653306544
4.11 0.01330687513591581
4.12 0.004421058609280634
4.13 -0.004400789103085613
4.14 -0.013124686228886632
4.15 -0.021717344565466954
4.16 -0.030146292161680754
4.17 -0.03837999172820496
4.18 -0.046387954361531175
4.19 -0.054140848188535096
4.2 -0.061610601561430306
4.21 -0.06877050045708186
4.22 -0.07559527975981933
4.23 -0.08206120813315156
4.24 -0.08814616621283447
4.25 -0.09382971788162303
4.26 -0.09909317441453885
4.2700000000000005 -0.10391965131256051
4.28 -0.10829411767211967
4.29 -0.11220343796761961
4.3 -0.1156364061541681
4.3100000000000005 -0.11858377202784702
4.32 -0.12103825981088727
4.33 -0.12299457895905662
4.34 -0.12444942721823968
4.3500000000000005 -0.12540148598650605
4.36 -0.12585140806680825
4.37 -0.12580179792372473
4.38 -0.1252571845852574
4.39 -0.1242239873575214
4.4 -0.12271047454611977
4.41 -0.12072671540299616
4.42 -0.11828452554150996
4.43 -0.11539740608531561
4.44 -0.11208047683824601
4.45 -0.10835040378276513
4.46 -0.10422532123355896
4.47 -0.09972474899046371
4.48 -0.09486950485107722
4.49 -0.08968161285807576
4.5 -0.08418420766934673
4.51 -0.0784014354506117
4.5200000000000005 -0.07235835170009887
4.53 -0.06608081642313156
4.54 -0.0595953870811071
4.55 -0.052929209744316766
4.5600000000000005 -0.04610990888133934
4.57 -0.0391654762193621
4.58 -0.032124159109740584
4.59 -0.02501434883142739
4.6000000000000005 -0.017864469261568795
4.61 -0.010702866337658296
4.62 -0.0035576987291315943
4.63 0.0035431698717267885
4.64 0.010572276439220001
4.65 0.017502661894641065
4.66 0.02430797160060251
4.67 0.030962552705957366
4.68 0.03744154799291531
4.69 0.04372098589413579
4.7 0.049777866364853096
4.71 0.05559024231347554
4.72 0.06113729631338893
4.73 0.06639941233897811
4.74 0.0713582422898996
4.75 0.07599676708944271
4.76 0.08029935216523236
4.7700000000000005 0.08425179714351373
4.78 0.08784137961170234
4.79 0.09105689282770005
4.8 0.09388867727855393
4.8100000000000005 0.09632864601533063
4.82 0.09837030371542677
4.83 0.10000875944790971
4.84 0.1012407331417455
4.8500000000000005 0.10206455578085633
4.86 0.1024801633737604
4.87 0.10248908476898712
4.88 0.10209442341045943
4.89 0.1013008331494966
4.9 0.10011448825193885
4.91 0.09854304776005449
4.92 0.09659561438927282
4.93 0.09428268815934804
4.94 0.09161611497819097
4.95 0.08860903041429118
4.96 0.08527579891028582
4.97 0.08163194870580012
4.98 0.07769410275209448
4.99 0.07347990591431056
5. 0.06900794876909196
5.01 0.06429768831614871
5.0200000000000005 0.0593693659317635
5.03 0.05424392290039174
5.04 0.048942913867308625
5.05 0.04348841856070364
5.0600000000000005 0.03790295213569471
5.07 0.03220937449543786
5.08 0.026430798945843468
5.09 0.02059050054037746
5.1000000000000005 0.014711824470005725
5.11 0.00881809485063496
5.12 0.002932524256297494
5.13 -0.0029218756589942845
5.14 -0.00872238211447387
5.15 -0.014446647402509583
5.16 -0.020072783015824283
5.17 -0.0255794413929467
5.18 -0.030945894984082907
5.19 -0.03615211235202207
5.2 -0.04117883103605861
5.21 -0.046007626921244604
5.22 -0.05062097987049648
5.23 -0.055002335393134136
5.24 -0.05913616214018658
5.25 -0.06300800503430312
5.26 -0.06660453386016085
5.2700000000000005 -0.06991358715991415
5.28 -0.07292421129729203
5.29 -0.07562669457345479
5.3 -0.07801259629749697
5.3100000000000005 -0.08007477073451684
5.32 -0.08180738587436158
5.33 -0.08320593698442263
5.34 -0.08426725493012263
5.3500000000000005 -0.08498950926693012
5.36 -0.08537220612778587
5.37 -0.08541618094963666
5.38 -0.08512358610229198
5.39 -0.08449787350196497
5.4 -0.08354377231055822
5.41 -0.08226726183994901
5.42 -0.08067553979813967
5.43 -0.07877698603111435
5.44 -0.0765811219305166
5.45 -0.07409856569277787
5.46 -0.07134098363002282
5.47 -0.06832103774693161
5.48 -0.06505232981065501
5.49 -0.06154934215286057
5.5 -0.057827375453971396
5.51 -0.05390248376961571
5.5200000000000005 -0.04979140706819785
5.53 -0.0455115015563086
5.54 -0.04108066807539542
5.55 -0.0365172788586874
5.5600000000000005 -0.031840102941782425
5.57 -0.027068230523605782
5.58 -0.022220996576543525
5.59 -0.017317904005533426
5.6000000000000005 -0.012378546655700212
5.61 -0.007422532466780371
5.62 -0.00246940707010876
5.63 0.002461421879645792
5.64 0.007350759350490724
5.65 0.01217969627513875
5.66 0.01692968131409907
5.67 0.021582590772721393
5.68 0.02612079641383576
5.69 0.030527230917388314
5.7 0.03478545074905463
5.71 0.0388796962113032
5.72 0.04279494846262166
5.73 0.046516983303627815
5.74 0.05003242154248451
5.75 0.05332877576637909
5.76 0.0563944933607101
5.7700000000000005 0.0592189956330744
5.78 0.0617927129150135
5.79 0.06410711553074577
5.8 0.06615474053870693
5.8100000000000005 0.0679292141685781
5.82 0.06942526989353012
5.83 0.07063876209458837
5.84 0.07156667529126279
5.8500000000000005 0.0722071289298285
5.86 0.07255937773779951
5.87 0.07262380767017552
5.88 0.07240192748986733
5.89 0.07189635604127473
5.9 0.07111080529223467
5.91 0.07005005923541198
5.92 0.06871994875562037
5.93 0.0671273225844769
5.94 0.06528001447814775
5.95 0.06318680676770588
5.96 0.06085739044470925
5.97 0.05830232195701947
5.98 0.055532976901519995
5.99 0.05256150081127578
6. 0.04940075724470966
6.01 0.0460642733935689
6.0200000000000005 0.04256618343475936
6.03 0.03892116985851581
6.04 0.03514440301182147
6.05 0.03125147910151364
6.0600000000000005 0.02725835690601819
6.07 0.023181293448210735
6.08 0.019036778884458438
6.09 0.01484147086645647
6.1000000000000005 0.010612128633033556
6.11 0.006365547088673112
6.12 0.0021184911240862176
6.13 -0.002112369568210198
6.140000000000001 -0.006310524933720658
6.15 -0.01045968800587646
6.16 -0.014543857125925631
6.17 -0.018547376698799228
6.18 -0.02245499625791858
6.19 -0.026251927619714906
6.2 -0.029923899917236645
6.21 -0.033457212311583114
6.22 -0.0368387841899904
6.23 -0.040056202670179834
6.24 -0.04309776724196128
6.25 -0.045952531389102436
6.26 -0.04861034104698143
6.2700000000000005 -0.05106186976458426
6.28 -0.05329865045283989
6.29 -0.05531310361514172
6.3 -0.05709856197005272
6.3100000000000005 -0.05864929139062751
6.32 -0.05996050809943011
6.33 -0.06102839207312676
6.34 -0.06185009662542888
6.3500000000000005 -0.06242375415210072
6.36 -0.06274847803667045
6.37 -0.06282436073032593
6.38 -0.06265246803419355
6.390000000000001 -0.062234829626728674
6.4 -0.06157442589322972
6.41 -0.060675171128481274
6.42 -0.05954189319717415
6.43 -0.05818030974999516
6.44 -0.0565970011060776
6.45 -0.054799379924809204
6.46 -0.05279565780175219
6.47 -0.05059480893462626
6.48 -0.04820653101585649
6.49 -0.04564120351809817
6.5 -0.042909843548359215
6.51 -0.04002405945483194
6.5200000000000005 -0.03699600237826526
6.53 -0.033838315946678105
6.54 -0.030564084318343232
6.55 -0.02718677878331871
6.5600000000000005 -0.023720203138270834
6.57 -0.02017843805299085
6.58 -0.016575784649762327
6.59 -0.012926707518657845
6.6000000000000005 -0.00924577739287706
6.61 -0.005547613708402577
6.62 -0.0018468272715502494
6.63 0.0018420367435658693
6.640000000000001 0.005504555248038846
6.65 0.009126482925285196
6.66 0.012693806939964143
6.67 0.016192800461256998
6.68 0.01961007479870546
6.69 0.022932629955200422
6.7 0.026147903408811866
6.71 0.029243816942974454
6.72 0.03220882135299155
6.73 0.03503193886591049
6.74 0.03770280312049164
6.75 0.04021169656421679
6.76 0.04254958513497806
6.7700000000000005 0.04470815010628657
6.78 0.04667981698641682
6.79 0.04845778137386018
6.8 0.050036031683734716
6.8100000000000005 0.051409368672345114
6.82 0.05257342169985048
6.83 0.05352466168393084
6.84 0.054260410710397514
6.8500000000000005 0.05477884827981971
6.86 0.05507901418237243
6.87 0.05516080800622551
6.88 0.0550249852978124
6.890000000000001 0.05467315040520908
6.9 0.054107746048562444
6.91 0.053332039673983006
6.92 0.05235010665951769
6.93 0.05116681045369482
6.94 0.04978777973864075
6.95 0.04821938272086848
6.96 0.04646869866348137
6.97 0.04454348678369854
6.98 0.042452152649229316
6.99 0.040203712216102645
7. 0.03780775365902043
7.01 0.0352743971531602
7.0200000000000005 0.03261425277354944
7.03 0.029838376684655388
7.04 0.0269582257986487
7.05 0.023985611085923786
7.0600000000000005 0.020932649725811266
7.07 0.017811716289049442
7.08 0.01463539314644762
7.09 0.011416420300274224
7.1000000000000005 0.008167644836228952
7.11 0.004901970194415284
7.12 0.001632305457518263
7.13 -0.001628485146584094
7.140000000000001 -0.00486763233230044
7.15 -0.008072511240889167
7.16 -0.01123069013234214
7.17 -0.014329978098757487
7.18 -0.017358471618019594
7.19 -0.020304599771934172
7.2 -0.023157167958950495
7.21 -0.02590539993821582
7.22 -0.028538978048923077
7.23 -0.03104808145671442
7.24 -0.033423422287215634
7.25 -0.035656279515629975
7.26 -0.037738530490605215
7.2700000000000005 -0.039662679980338435
7.28 -0.04142188663899197
7.29 -0.04300998680198228
7.3 -0.04442151552947822
7.3100000000000005 -0.04565172482849464
7.32 -0.04669659899523906
7.33 -0.04755286703081335
7.34 -0.04821801209494925
7.3500000000000005 -0.0486902779741199
7.36 -0.04896867255207731
7.37 -0.049052968282560665
7.38 -0.04894369967557414
7.390000000000001 -0.048642157820185286
7.4 -0.048150381978213544
7.41 -0.047471148294408474
7.42 -0.046607955679729314
7.43 -0.04556500893507411
7.44 -0.044347199193244154
7.45 -0.042960081767015164
7.46 -0.041409851500886476
7.47 -0.03970331573336974
7.48 -0.037847864985501634
7.49 -0.03585144149960867
7.5 -0.03372250576018017
7.51 -0.031470001135985956
7.5200000000000005 -0.029103316789285565
7.53 -0.026632249004090378
7.54 -0.024066961090943265
7.55 -0.021417942030549555
7.5600000000000005 -0.018695964022799105
7.57 -0.015912039111287062
7.58 -0.013077375056302286
7.59 -0.010203330631456918
7.6000000000000005 -0.007301370520632894
7.61 -0.004383019992732079
7.62 -0.001459819531836885
7.63 0.0014567204001789524
7.640000000000001 0.0043551642928016865
7.65 0.0072241960339442125
7.66 0.01005266270367062
7.67 0.012829617546576315
7.68 0.01554436195871534
7.69 0.01818648632948174
7.7 0.02074590958395512
7.71 0.02321291727692909
7.72 0.02557819809607764
7.73 0.02783287863849411
7.74 0.029968556332112255
7.75 0.03197733038127193
7.76 0.03385183062385776
7.7700000000000005 0.03558524419604308
7.78 0.03717133990962017
7.79 0.03860449025618642
7.8 0.03987969096204229
7.8100000000000005 0.04099257802750001
7.82 0.04193944219436216
7.83 0.042717240795566984
7.84 0.043323606951373335
7.8500000000000005 0.043756856086935664
7.86 0.04401598975664357
7.87 0.04410069677115047
7.88 0.044011351633531176
7.890000000000001 0.04374901030146185
7.9 0.04331540330266135
7.91 0.042712926241030555
7.92 0.0419446277409395
7.930000000000001 0.0410141948869029
7.94 0.039925936225409665
7.95 0.03868476240490663
7.96 0.037296164538835164
7.97 0.03576619038515543
7.98 0.03410141844392832
7.99 0.032308930082244336
8. 0.030396279803037333

10235
src/tests/NoakesKalvius/NK_ZF_dynamic.dat Normal file
View File

File diff suppressed because it is too large Load Diff

57
src/tests/NoakesKalvius/NK_ZF_dynamic.msr Normal file
View File

@ -0,0 +1,57 @@
MgB12H12 No2 ZF T=150
###############################################################
FITPARAMETER
# Nr. Name Value Step Pos_Error Boundaries
1 alpha 1 0 none 0 2
2 asy 1 -0.00082 0.00083 0 0.33
3 delta 0.649 -0.0016 0.0016 0 none
4 Rb 0.43 -0.016 0.016 0.5 2
5 nu 0.73 0 none
###############################################################
THEORY
asymmetry 2
dynamicNKZF 3 4 5 (damping_D0 R_b nu_c)
###############################################################
#FUNCTIONS
###############################################################
RUN 000100 XXXX TRIUMF MUD (name beamline institute data-file-format)
fittype 2 (asymmetry fit)
alpha 1
map 0 0 0 0 0 0 0 0 0 0 0
forward 1
backward 2
background 79 391 80 409 # estimated bkg: 21.0224 / 17.1702
data 438 12785 436 12787
t0 432.0 431.0
fit 0 8
packing 100
###############################################################
COMMANDS
MINIMIZE
MINOS
#HESSE
SAVE
###############################################################
FOURIER
units Gauss # units either 'Gauss', 'MHz', or 'Mc/s'
fourier_power 12
apodization NONE # NONE, WEAK, MEDIUM, STRONG
plot POWER # REAL, IMAG, REAL_AND_IMAG, POWER, PHASE
phase 8
#range_for_phase_correction 50.0 70.0
range 0 200
###############################################################
PLOT 2 (asymmetry plot)
runs 1
range 0 8 -1.25 1.25
###############################################################
STATISTIC --- 2012-03-20 10:11:27
chisq = 133.9, NDF = 99, chisq/NDF = 1.352819

801
src/tests/NoakesKalvius/NK_ZF_dynamic_Mathematic.dat Normal file
View File

@ -0,0 +1,801 @@
0. 1.
0.01 0.9999502150677977
0.02 0.9998013666687535
0.03 0.9995542447150048
0.04 0.9992096786196152
0.05 0.9987685361270237
0.06 0.9982317221220504
0.07 0.9976001774195965
0.08 0.9968748775371449
0.09 0.9960568314521615
0.1 0.9951470803464709
0.11 0.9941466963396564
0.12 0.9930567812134985
0.13 0.9918784651294439
0.14 0.9906129053410462
0.15 0.9892612849032879
0.16 0.987824811380648
0.17 0.9863047155557326
0.18 0.9847022501402347
0.19 0.983018688489941
0.2 0.9812553233254494
0.21 0.9794134654602032
0.22 0.977494442537392
0.23 0.9754995977772104
0.24 0.9734302887359033
0.25 0.9712878860779705
0.26 0.9690737723628295
0.27 0.9667893408471876
0.28 0.9644359943042959
0.29 0.9620151438612038
0.3 0.9595282078550625
0.31 0.9569766107094655
0.32 0.9543617818317435
0.33 0.9516851545320781
0.34 0.9489481649652224
0.35000000000000003 0.9461522510955626
0.36 0.9432988516861895
0.37 0.9403894053125873
0.38 0.9374253494014863
0.39 0.9344081192953684
0.4 0.931339147343056
0.41000000000000003 0.9282198620167545
0.42 0.9250516870558698
0.43 0.9218360406378613
0.44 0.9185743345763439
0.45 0.9152679735465965
0.46 0.9119183543385925
0.47000000000000003 0.9085268651376096
0.48 0.9050948848324434
0.49 0.9016237823511921
0.5 0.8981149160245482
0.51 0.8945696329764867
0.52 0.8909892685421994
0.53 0.8873751457130973
0.54 0.8837285746086528
0.55 0.8800508519748393
0.56 0.8763432607088741
0.5700000000000001 0.8726070694099616
0.58 0.8688435319556873
0.59 0.8650538871037033
0.6 0.8612393581183091
0.61 0.8574011524215186
0.62 0.8535404612681782
0.63 0.8496584594446851
0.64 0.8457563049908345
0.65 0.8418351389443115
0.66 0.8378960851073286
0.67 0.8339402498348976
0.68 0.82996872184421
0.6900000000000001 0.8259825720445965
0.7000000000000001 0.8219828533875252
0.71 0.8179706007360853
0.72 0.8139468307534092
0.73 0.8099125418094724
0.74 0.8058687139057065
0.75 0.8018163086168694
0.76 0.7977562690496005
0.77 0.7936895198171013
0.78 0.7896169670293757
0.79 0.7855394982984691
0.8 0.7814579827581472
0.81 0.7773732710974566
0.8200000000000001 0.7732861956076227
0.8300000000000001 0.7691975702417299
0.84 0.7651081906866507
0.85 0.7610188344466868
0.86 0.7569302609383962
0.87 0.7528432115960856
0.88 0.7487584099874577
0.89 0.7446765619389111
0.9 0.740598355669996
0.91 0.7365244619365446
0.92 0.732455534181998
0.93 0.7283922086964644
0.9400000000000001 0.7243351047830562
0.9500000000000001 0.7202848249310587
0.96 0.7162419549954969
0.97 0.712207064382678
0.98 0.7081807062412954
0.99 0.704163417658696
1. 0.7001557198619178
1.01 0.6961581184231196
1.02 0.6921711034690364
1.03 0.6881951498941019
1.04 0.6842307175768967
1.05 0.6802782515995814
1.06 0.6763381824700017
1.07 0.6724109263461426
1.08 0.6684968852626422
1.09 0.6645964473590648
1.1 0.6607099871096643
1.11 0.6568378655543619
1.12 0.6529804305306849
1.1300000000000001 0.6491380169064186
1.1400000000000001 0.6453109468127325
1.1500000000000001 0.6414995298775563
1.16 0.6377040634589884
1.17 0.633924832878528
1.18 0.6301621116539345
1.19 0.6264161617315264
1.2 0.6226872337177383
1.21 0.6189755671097686
1.22 0.6152813905251534
1.23 0.6116049219301162
1.24 0.6079463688665464
1.25 0.604305928677472
1.26 0.6006837887308955
1.27 0.5970801266418729
1.28 0.5934951104927237
1.29 0.5899288990512609
1.3 0.5863816419869458
1.31 0.5828534800848721
1.32 0.5793445454574946
1.33 0.5758549617540197
1.34 0.5723848443673883
1.35 0.5689343006387778
1.36 0.5655034300595642
1.37 0.5620923244706876
1.3800000000000001 0.5587010682593672
1.3900000000000001 0.5553297385531197
1.4000000000000001 0.5519784054110424
1.41 0.5486471320123195
1.42 0.5453359748419206
1.43 0.5420449838734677
1.44 0.538774202749236
1.45 0.5355236689572817
1.46 0.5322934140056675
1.47 0.5290834635937826
1.48 0.5258938377807415
1.49 0.5227245511508601
1.5 0.5195756129762014
1.51 0.5164470273761934
1.52 0.5133387934743234
1.53 0.5102509055519088
1.54 0.5071833531989571
1.55 0.5041361214621227
1.56 0.5011091909897748
1.57 0.49810253817418754
1.58 0.4951161352908733
1.59 0.49214995063507344
1.6 0.4892039486554301
1.61 0.48627809008485684
1.62 0.4833723320686364
1.6300000000000001 0.48048662828976507
1.6400000000000001 0.4776209290915736
1.6500000000000001 0.47477518159765025
1.6600000000000001 0.47194932982909393
1.67 0.469143314819128
1.68 0.4663570747251051
1.69 0.46359054493793317
1.7 0.46084365818895556
1.71 0.4581163446543179
1.72 0.45540853205685583
1.73 0.45272014576553615
1.74 0.4500511088924867
1.75 0.44740134238765167
1.76 0.44477076513110414
1.77 0.4421592940230553
1.78 0.43956684407159385
1.79 0.43699332847819294
1.8 0.43443865872102133
1.81 0.4319027446360946
1.82 0.4293854944963036
1.83 0.42688681508835624
1.84 0.4244066117876715
1.85 0.42194478863125817
1.86 0.41950124838862035
1.87 0.41707589263072115
1.8800000000000001 0.41466862179704456
1.8900000000000001 0.4122793352607909
1.9000000000000001 0.4099079313922403
1.9100000000000001 0.4075543076203226
1.92 0.4052183604924272
1.93 0.40289998573249025
1.94 0.40059907829739183
1.95 0.3983155324317004
1.96 0.39604924172079753
1.97 0.393800099142417
1.98 0.3915679971166333
1.99 0.3893528275543319
2. 0.3871544819041939
2.0100000000000002 0.38497285119822994
2.02 0.38280782609589303
2.0300000000000002 0.3806592969268038
2.04 0.3785271537321193
2.05 0.3764112863045753
2.06 0.37431158422723554
2.07 0.372227936910974
2.08 0.3701602336307235
2.09 0.36810836356051807
2.1 0.3660722158073581
2.11 0.36405167944392713
2.12 0.3620466435401872
2.13 0.36005699719388234
2.14 0.3580826295599731
2.15 0.3561234298790346
2.16 0.35417928750463723
2.17 0.3522500919297422
2.18 0.35033573281213154
2.19 0.3484360999989012
2.2 0.3465510835500392
2.21 0.3446805737611139
2.22 0.34282446118509374
2.23 0.3409826366533247
2.24 0.33915499129568333
2.25 0.3373414165599326
2.2600000000000002 0.33554180423029645
2.27 0.3337560464452785
2.2800000000000002 0.33198403571474433
2.29 0.3302256649362861
2.3000000000000003 0.3284808274108904
2.31 0.32674941685793035
2.32 0.3250313274294969
2.33 0.3233264537240919
2.34 0.3216346907996994
2.35 0.31995593418625085
2.36 0.31829007989750724
2.37 0.31663702444236774
2.38 0.314996664835628
2.39 0.3133688986081999
2.4 0.31175362381681065
2.41 0.31015073905319696
2.42 0.3085601434528069
2.43 0.30698173670302775
2.44 0.30541541905095154
2.45 0.3038610913106931
2.46 0.302318654870275
2.47 0.3007880116980915
2.48 0.2992690643489664
2.49 0.29776171596981443
2.5 0.29626587030492346
2.5100000000000002 0.2947814317008639
2.52 0.29330830511104156
2.5300000000000002 0.29184639609990387
2.54 0.29039561084681015
2.5500000000000003 0.2889558561495777
2.56 0.28752703942771446
2.57 0.2861090687253471
2.58 0.2847018527138575
2.59 0.2833053006942351
2.6 0.2819193225991544
2.61 0.2805438289947895
2.62 0.27917873108237273
2.63 0.27782394069950667
2.64 0.27647937032123765
2.65 0.2751449330609016
2.66 0.2738205426707461
2.67 0.27250611354234133
2.68 0.27120156070678314
2.69 0.26990679983470034
2.7 0.2686217472360691
2.71 0.2673463198598441
2.72 0.26608043529341385
2.73 0.2648240117618847
2.74 0.2635769681272014
2.75 0.2623392238871112
2.7600000000000002 0.26111069917397545
2.77 0.25989131475343774
2.7800000000000002 0.25868099202295086
2.79 0.2574796530101718
2.8000000000000003 0.2562872203712271
2.81 0.25510361738885656
2.82 0.2539287679704382
2.83 0.25276259664590117
2.84 0.25160502856553063
2.85 0.2504559894976695
2.86 0.24931540582632122
2.87 0.24818320454865944
2.88 0.24705931327244704
2.89 0.24594366021336952
2.9 0.24483617419228815
2.91 0.243736784632413
2.92 0.24264542155640453
2.93 0.24156201558340404
2.94 0.24048649792599738
2.95 0.23941880038711597
2.96 0.23835885535687776
2.97 0.23730659580937166
2.98 0.23626195529938915
2.99 0.23522486795910502
3. 0.23419526849471056
3.0100000000000002 0.23317309218300308
3.02 0.2321582748679328
3.0300000000000002 0.2311507529571111
3.04 0.2301504634182822
3.0500000000000003 0.22915734377576052
3.06 0.228171332106837
3.0700000000000003 0.2271923670381556
3.08 0.22622038774206304
3.09 0.22525533393293357
3.1 0.2242971458634714
3.11 0.22334576432099137
3.12 0.22240113062368227
3.13 0.22146318661685233
3.14 0.22053187466915986
3.15 0.21960713766883072
3.16 0.21868891901986426
3.17 0.21777716263822916
3.18 0.21687181294805086
3.19 0.21597281487779274
3.2 0.21508011385643072
3.21 0.2141936558096251
3.22 0.21331338715588916
3.23 0.21243925480275694
3.24 0.21157120614294994
3.25 0.21070918905054653
3.2600000000000002 0.2098531518771523
3.27 0.2090030434480744
3.2800000000000002 0.2081588130585009
3.29 0.2073204104696848
3.3000000000000003 0.20648778590513517
3.31 0.20566089004681568
3.3200000000000003 0.20483967403135128
3.33 0.2040240894462448
3.34 0.20321408832610272
3.35 0.20240962314887267
3.36 0.2016106468320925
3.37 0.2008171127291511
3.38 0.20002897462556332
3.39 0.19924618673525785
3.4 0.1984687036968802
3.41 0.19769648057010986
3.42 0.19692947283199452
3.43 0.1961676363732985
3.44 0.1954109274948697
3.45 0.19465930290402278
3.46 0.1939127197109402
3.47 0.19317113542509157
3.48 0.19243450795167102
3.49 0.19170279558805456
3.5 0.19097595702027603
3.5100000000000002 0.1902539513195222
3.52 0.18953673793864984
3.5300000000000002 0.1888242767087212
3.54 0.18811652783556096
3.5500000000000003 0.18741345189633452
3.56 0.18671500983614697
3.5700000000000003 0.18602116296466342
3.58 0.18533187295275216
3.59 0.18464710182914806
3.6 0.18396681197713963
3.61 0.18329096613127743
3.62 0.18261952737410558
3.63 0.18195245913291538
3.64 0.18128972517652242
3.65 0.18063128961206576
3.66 0.17997711688183088
3.67 0.17932717176009544
3.68 0.17868141934999832
3.69 0.17803982508043206
3.7 0.1774023547029586
3.71 0.17676897428874883
3.72 0.17613965022554487
3.73 0.17551434921464673
3.74 0.17489303826792219
3.75 0.17427568470484028
3.7600000000000002 0.17366225614952852
3.77 0.17305272052785356
3.7800000000000002 0.17244704606452546
3.79 0.1718452012802266
3.8000000000000003 0.17124715498876208
3.81 0.17065287629423576
3.8200000000000003 0.17006233458824865
3.83 0.16947549954712174
3.84 0.16889234112914084
3.85 0.1683128295718268
3.86 0.16773693538922718
3.87 0.16716462936923276
3.88 0.16659588257091607
3.89 0.16603066632189412
3.9 0.16546895221571326
3.91 0.1649107121092581
3.92 0.1643559181201824
3.93 0.16380454262436303
3.94 0.16325655825337745
3.95 0.16271193789200278
3.96 0.16217065467573774
3.97 0.16163268198834757
3.98 0.16109799345943046
3.99 0.16056656296200694
4. 0.160038364610131
4.01 0.15951337275652308
4.0200000000000005 0.15899156199022524
4.03 0.15847290713427797
4.04 0.15795738324341865
4.05 0.15744496560180152
4.0600000000000005 0.15693562972073882
4.07 0.1564293513364638
4.08 0.155926106407914
4.09 0.15542587111453587
4.1 0.15492862185411102
4.11 0.1544343352406014
4.12 0.15394298810201704
4.13 0.153454557478303
4.14 0.15296902061924653
4.15 0.15248635498240531
4.16 0.1520065382310552
4.17 0.1515295482321573
4.18 0.15105536305434572
4.19 0.15058396096593404
4.2 0.15011532043294246
4.21 0.1496494201171423
4.22 0.1491862388741214
4.23 0.14872575575136796
4.24 0.14826794998637274
4.25 0.14781280100475047
4.26 0.14736028841837964
4.2700000000000005 0.14691039202356088
4.28 0.14646309179919317
4.29 0.14601836790496875
4.3 0.14557620067958504
4.3100000000000005 0.14513657063897575
4.32 0.14469945847455815
4.33 0.14426484505149895
4.34 0.14383271140699697
4.3500000000000005 0.14340303874858326
4.36 0.14297580845243824
4.37 0.14255100206172544
4.38 0.14212860128494262
4.39 0.14170858799428898
4.4 0.14129094422404886
4.41 0.14087565216899253
4.42 0.14046269418279178
4.43 0.1400520527764526
4.44 0.13964371061676398
4.45 0.13923765052476114
4.46 0.13883385547420554
4.47 0.13843230859008002
4.48 0.13803299314709896
4.49 0.13763589256823422
4.5 0.13724099042325544
4.51 0.13684827042728542
4.5200000000000005 0.1364577164393707
4.53 0.13606931246106624
4.54 0.13568304263503478
4.55 0.13529889124366035
4.5600000000000005 0.13491684270767637
4.57 0.13453688158480745
4.58 0.1341589925684252
4.59 0.13378316048621786
4.6000000000000005 0.13340937029887384
4.61 0.13303760709877827
4.62 0.13266785610872328
4.63 0.13230010268063155
4.64 0.131934332294293
4.65 0.13157053055611417
4.66 0.1312086831978813
4.67 0.13084877607553463
4.68 0.13049079516795734
4.69 0.13013472657577513
4.7 0.12978055652016926
4.71 0.1294282713417019
4.72 0.1290778574991525
4.73 0.12872930156836765
4.74 0.12838259024112167
4.75 0.1280377103239896
4.76 0.12769464873723144
4.7700000000000005 0.1273533925136884
4.78 0.12701392879768994
4.79 0.1266762448439728
4.8 0.12634032801661033
4.8100000000000005 0.12600616578795396
4.82 0.12567374573758466
4.83 0.12534305555127584
4.84 0.12501408301996675
4.8500000000000005 0.1246868160387465
4.86 0.1243612426058486
4.87 0.12403735082165582
4.88 0.12371512888771567
4.89 0.12339456510576587
4.9 0.12307564787676936
4.91 0.1227583656999605
4.92 0.1224427071718998
4.93 0.12212866098553948
4.94 0.1218162159292981
4.95 0.12150536088614511
4.96 0.12119608483269424
4.97 0.12088837683830728
4.98 0.12058222606420595
4.99 0.12027762176259421
5. 0.11997455327578845
5.01 0.11967301003535738
5.0200000000000005 0.11937298156127063
5.03 0.11907445746105609
5.04 0.11877742742896619
5.05 0.11848188124515215
5.0600000000000005 0.11818780877484761
5.07 0.11789519996756015
5.08 0.11760404485627111
5.09 0.11731433355664395
5.1000000000000005 0.11702605626624059
5.11 0.11673920326374602
5.12 0.11645376490820039
5.13 0.11616973163823972
5.14 0.11588709397134397
5.15 0.11560584250309278
5.16 0.11532596790642936
5.17 0.11504746093093142
5.18 0.11477031240208985
5.19 0.11449451322059465
5.2 0.11422005436162863
5.21 0.11394692687416785
5.22 0.11367512188028928
5.23 0.11340463057448599
5.24 0.11313544422298921
5.25 0.11286755416309685
5.26 0.11260095180250941
5.2700000000000005 0.11233562861867277
5.28 0.11207157615812731
5.29 0.11180878603586392
5.3 0.1115472499346866
5.3100000000000005 0.11128695960458142
5.32 0.11102790686209234
5.33 0.11077008358970275
5.34 0.11051348173522382
5.3500000000000005 0.1102580933111891
5.36 0.11000391039425489
5.37 0.10975092512460735
5.38 0.10949912970537476
5.39 0.10924851640204677
5.4 0.10899907754189879
5.41 0.10875080551342269
5.42 0.10850369276576294
5.43 0.1082577318081588
5.44 0.10801291520939191
5.45 0.10776923559723973
5.46 0.10752668565793425
5.47 0.10728525813562649
5.48 0.10704494583185604
5.49 0.10680574160502648
5.5 0.10656763836988552
5.51 0.1063306290970108
5.5200000000000005 0.10609470681230108
5.53 0.10585986459647169
5.54 0.10562609558455613
5.55 0.10539339296541204
5.5600000000000005 0.10516174998123218
5.57 0.10493115992706074
5.58 0.10470161615031412
5.59 0.10447311205030667
5.6000000000000005 0.10424564107778109
5.61 0.104019196734444
5.62 0.10379377257250524
5.63 0.10356936219422289
5.64 0.10334595925145218
5.65 0.10312355744519879
5.66 0.10290215052517752
5.67 0.10268173228937398
5.68 0.102462296583612
5.69 0.10224383730112464
5.7 0.1020263483821295
5.71 0.10180982381340843
5.72 0.10159425762789176
5.73 0.10137964390424577
5.74 0.10116597676646513
5.75 0.10095325038346903
5.76 0.10074145896870126
5.7700000000000005 0.10053059677973446
5.78 0.10032065811787817
5.79 0.10011163732779078
5.8 0.09990352879709526
5.8100000000000005 0.09969632695599896
5.82 0.09949002627691679
5.83 0.09928462127409847
5.84 0.09908010650325913
5.8500000000000005 0.09887647656121382
5.86 0.09867372608551583
5.87 0.09847184975409756
5.88 0.09827084228491641
5.89 0.09807069843560283
5.9 0.09787141300311278
5.91 0.09767298082338303
5.92 0.09747539677098987
5.93 0.09727865575881163
5.94 0.097082752737694
5.95 0.09688768269611889
5.96 0.09669344065987627
5.97 0.09650002169173984
5.98 0.09630742089114486
5.99 0.09611563339387037
6. 0.09592465437172307
6.01 0.09573447903222575
6.0200000000000005 0.09554510261830747
6.03 0.09535652040799786
6.04 0.09516872771412326
6.05 0.09498171988400704
6.0600000000000005 0.09479549229917172
6.07 0.09461004037504478
6.08 0.09442535956066656
6.09 0.09424144533840197
6.1000000000000005 0.09405829322365399
6.11 0.09387589876458066
6.12 0.09369425754181432
6.13 0.0935133651681838
6.140000000000001 0.0933332172884394
6.15 0.09315380957898022
6.16 0.0929751377475842
6.17 0.09279719753314097
6.18 0.09261998470538695
6.19 0.09244349506464328
6.2 0.09226772444155604
6.21 0.09209266869683891
6.22 0.09191832372101884
6.23 0.09174468543418313
6.24 0.09157174978573009
6.25 0.0913995127541212
6.26 0.09122797034663606
6.2700000000000005 0.09105711859912934
6.28 0.09088695357579078
6.29 0.09071747136890626
6.3 0.09054866809862246
6.3100000000000005 0.09038053991271275
6.32 0.09021308298634574
6.33 0.09004629352185618
6.34 0.08988016774851743
6.3500000000000005 0.0897147019223168
6.36 0.08954989232573246
6.37 0.08938573526751277
6.38 0.08922222708245751
6.390000000000001 0.08905936413120126
6.4 0.08889714279999889
6.41 0.08873555950051293
6.42 0.08857461066960279
6.43 0.0884142927691166
6.44 0.08825460228568405
6.45 0.08809553573051206
6.46 0.08793708963918186
6.47 0.08777926057144801
6.48 0.08762204511103938
6.49 0.0874654398654621
6.5 0.08730944146580422
6.51 0.087154046566542
6.5200000000000005 0.08699925184534847
6.53 0.08684505400290325
6.54 0.08669144976270463
6.55 0.08653843587088297
6.5600000000000005 0.08638600909601594
6.57 0.0862341662289459
6.58 0.08608290408259828
6.59 0.08593221949180206
6.6000000000000005 0.08578210931311178
6.61 0.08563257042463136
6.62 0.08548359972583942
6.63 0.08533519413741593
6.640000000000001 0.08518735060107097
6.65 0.08504006607937485
6.66 0.08489333755558971
6.67 0.08474716203350251
6.68 0.08460153653726012
6.69 0.08445645811120533
6.7 0.08431192381971453
6.71 0.08416793074703717
6.72 0.08402447599713635
6.73 0.08388155669353069
6.74 0.08373916997913848
6.75 0.08359731301612207
6.76 0.08345598298573464
6.7700000000000005 0.0833151770881681
6.78 0.08317489254240186
6.79 0.08303512658605387
6.8 0.08289587647523215
6.8100000000000005 0.08275713948438826
6.82 0.08261891290617188
6.83 0.08248119405128654
6.84 0.08234398024834697
6.8500000000000005 0.08220726884373754
6.86 0.08207105720147202
6.87 0.08193534270305451
6.88 0.08180012274734187
6.890000000000001 0.08166539475040703
6.9 0.081531156145404
6.91 0.08139740438243342
6.92 0.08126413692841009
6.93 0.08113135126693112
6.94 0.08099904489814527
6.95 0.08086721533862405
6.96 0.08073586012123307
6.97 0.08060497679500539
6.98 0.08047456292501542
6.99 0.08034461609225413
7. 0.08021513389350553
7.01 0.08008611394122389
7.0200000000000005 0.07995755386341231
7.03 0.07982945130350258
7.04 0.07970180392023532
7.05 0.07957460938754225
7.0600000000000005 0.07944786539442843
7.07 0.0793215696448564
7.08 0.07919571985763091
7.09 0.0790703137662846
7.1000000000000005 0.07894534911896502
7.11 0.07882082367832242
7.12 0.07869673522139839
7.13 0.07857308153951591
7.140000000000001 0.07844986043816982
7.15 0.07832706973691884
7.16 0.07820470726927797
7.17 0.07808277088261216
7.18 0.07796125843803078
7.19 0.07784016781028329
7.2 0.07771949688765534
7.21 0.07759924357186607
7.22 0.07747940577796629
7.23 0.07735998143423763
7.24 0.07724096848209218
7.25 0.0771223648759735
7.26 0.0770041685832582
7.2700000000000005 0.0768863775841583
7.28 0.0767689898716247
7.29 0.07665200345125137
7.3 0.07653541634118012
7.3100000000000005 0.07641922657200662
7.32 0.07630343218668702
7.33 0.07618803124044515
7.34 0.07607302180068097
7.3500000000000005 0.07595840194687956
7.36 0.07584416977052062
7.37 0.07573032337498953
7.38 0.07561686087548805
7.390000000000001 0.07550378039894692
7.4 0.07539108008393859
7.41 0.07527875808059045
7.42 0.07516681255049962
7.43 0.07505524166664765
7.44 0.07494404361331632
7.45 0.07483321658600442
7.46 0.07472275879134448
7.47 0.07461266844702097
7.48 0.07450294378168895
7.49 0.0743935830348929
7.5 0.07428458445698721
7.51 0.07417594630905647
7.5200000000000005 0.07406766686283693
7.53 0.07395974440063836
7.54 0.07385217721526674
7.55 0.07374496360994758
7.5600000000000005 0.07363810189824957
7.57 0.07353159040400967
7.58 0.07342542746125762
7.59 0.07331961141414237
7.6000000000000005 0.07321414061685808
7.61 0.07310901343357139
7.62 0.07300422823834911
7.63 0.07289978341508631
7.640000000000001 0.0727956773574353
7.65 0.07269190846873515
7.66 0.07258847516194146
7.67 0.07248537585955743
7.68 0.07238260899356455
7.69 0.07228017300535478
7.7 0.07217806634566266
7.71 0.07207628747449832
7.72 0.07197483486108078
7.73 0.07187370698377211
7.74 0.07177290233001203
7.75 0.07167241939625275
7.76 0.07157225668789474
7.7700000000000005 0.0714724127192228
7.78 0.07137288601334299
7.79 0.07127367510211943
7.8 0.07117477852611238
7.8100000000000005 0.0710761948345161
7.82 0.07097792258509786
7.83 0.07087996034413717
7.84 0.0707823066863652
7.8500000000000005 0.07068496019490535
7.86 0.07058791946121382
7.87 0.07049118308502066
7.88 0.0703947496742716
7.890000000000001 0.07029861784507023
7.9 0.07020278622162038
7.91 0.07010725343616947
7.92 0.07001201812895184
7.930000000000001 0.0699170789481328
7.94 0.06982243454975322
7.95 0.0697280835976741
7.96 0.06963402476352232
7.97 0.06954025672663595
7.98 0.06944677817401107
7.99 0.06935358780024785
8. 0.06926068430749793

10235
src/tests/NoakesKalvius/NK_ZF_static.dat Normal file
View File

File diff suppressed because it is too large Load Diff

56
src/tests/NoakesKalvius/NK_ZF_static.msr Normal file
View File

@ -0,0 +1,56 @@
MgB12H12 No2 ZF T=150
###############################################################
FITPARAMETER
# Nr. Name Value Step Pos_Error Boundaries
1 alpha 1 0 none 0 2
2 asy 1 -0.00082 0.00083 0 0.33
3 delta 0.649 -0.0016 0.0016 0 none
4 Rb 0.43 -0.016 0.016 0.5 2
###############################################################
THEORY
asymmetry 2
staticNKZF 3 4 (damping_D0 R_b)
###############################################################
#FUNCTIONS
###############################################################
RUN 000100 XXXX TRIUMF MUD (name beamline institute data-file-format)
fittype 2 (asymmetry fit)
alpha 1
map 0 0 0 0 0 0 0 0 0 0 0
forward 1
backward 2
background 79 391 80 409 # estimated bkg: 21.0224 / 17.1702
data 438 12785 436 12787
t0 432.0 431.0
fit 0 8
packing 100
###############################################################
COMMANDS
MINIMIZE
MINOS
#HESSE
SAVE
###############################################################
FOURIER
units Gauss # units either 'Gauss', 'MHz', or 'Mc/s'
fourier_power 12
apodization NONE # NONE, WEAK, MEDIUM, STRONG
plot POWER # REAL, IMAG, REAL_AND_IMAG, POWER, PHASE
phase 8
#range_for_phase_correction 50.0 70.0
range 0 200
###############################################################
PLOT 2 (asymmetry plot)
runs 1
range 0 8 -1.25 1.25
###############################################################
STATISTIC --- 2012-03-20 10:11:27
chisq = 133.9, NDF = 99, chisq/NDF = 1.352819

801
src/tests/NoakesKalvius/NK_ZF_static_Mathematic.dat Normal file
View File

@ -0,0 +1,801 @@
0. 1.
0.01 0.9999500935285754
0.02 0.9998003937332036
0.03 0.9995509594564527
0.04 0.9992018887221614
0.05 0.9987533186648374
0.06 0.9982054254309212
0.07 0.9975584240520337
0.08 0.9968125682903488
0.09 0.9959681504562647
0.1 0.9950255011985798
0.11 0.9939849892674093
0.12 0.9928470212501099
0.13 0.9916120412805081
0.14 0.9902805307217559
0.15 0.988853007823177
0.16 0.9873300273514738
0.17 0.9857121801967164
0.18 0.984000092953548
0.19 0.982194427478071
0.2 0.9802958804209014
0.21 0.9783051827369122
0.22 0.9762230991721985
0.23 0.9740504277288291
0.24 0.9717879991079708
0.25 0.9694366761319864
0.26 0.966997353146138
0.27 0.964470955400538
0.28 0.9618584384130111
0.29 0.9591607873135566
0.3 0.9563790161710972
0.31 0.9535141673032395
0.32 0.950567310569767
0.33 0.9475395426506117
0.34 0.944431986309054
0.35000000000000003 0.9412457896409161
0.36 0.9379821253105292
0.37 0.9346421897742456
0.38 0.931227202492301
0.39 0.9277384051298148
0.4 0.9241770607477342
0.41000000000000003 0.9205444529845295
0.42 0.9168418852294522
0.43 0.913070679788166
0.44 0.9092321770415661
0.45 0.905327734598599
0.46 0.9013587264438963
0.47000000000000003 0.8973265420810281
0.48 0.893232585672191
0.49 0.8890782751751212
0.5 0.8848650414780392
0.51 0.8805943275334107
0.52 0.8762675874913088
0.53 0.8718862858331506
0.54 0.8674518965065732
0.55 0.8629659020622071
0.56 0.8584297927930866
0.5700000000000001 0.8538450658774315
0.58 0.8492132245255206
0.59 0.8445357771313604
0.6 0.8398142364298435
0.61 0.8350501186600698
0.62 0.8302449427354968
0.63 0.8254002294215577
0.64 0.8205175005213843
0.65 0.8155982780702327
0.66 0.8106440835392188
0.67 0.8056564370489276
0.68 0.8006368565934536
0.6900000000000001 0.7955868572754156
0.7000000000000001 0.7905079505524484
0.71 0.7854016434956833
0.72 0.7802694380606804
0.73 0.7751128303712759
0.74 0.7699333100167736
0.75 0.7647323593628984
0.76 0.7595114528768981
0.77 0.7542720564671703
0.78 0.7490156268377559
0.79 0.743743610858034
0.8 0.7384574449479179
0.81 0.7331585544788402
0.8200000000000001 0.7278483531907869
0.8300000000000001 0.7225282426256225
0.84 0.7171996115769275
0.85 0.7118638355565421
0.86 0.7065222762779984
0.87 0.7011762811569943
0.88 0.695827182829045
0.89 0.6904762986844288
0.9 0.68512493042052
0.91 0.6797743636115859
0.92 0.6744258672961021
0.93 0.6690806935816225
0.9400000000000001 0.663740077267222
0.9500000000000001 0.6584052354835098
0.96 0.6530773673501953
0.97 0.6477576536511664
0.98 0.6424472565270323
0.99 0.6371473191850507
1. 0.631858965626362
1.01 0.6265833003904178
1.02 0.6213214083164922
1.03 0.6160743543221373
1.04 0.6108431831984391
1.05 0.6056289194219073
1.06 0.6004325669828284
1.07 0.5952551092298896
1.08 0.5900975087308767
1.09 0.5849607071492329
1.1 0.5798456251362512
1.11 0.5747531622386752
1.12 0.569684196821453
1.1300000000000001 0.5646395860053998
1.1400000000000001 0.5596201656195011
1.1500000000000001 0.5546267501675867
1.16 0.5496601328090963
1.17 0.5447210853536504
1.18 0.53981035826913
1.19 0.5349286807029712
1.2 0.5300767605163609
1.21 0.5252552843310291
1.22 0.520464917588318
1.23 0.5157063046202097
1.24 0.5109800687319861
1.25 0.5062868122961951
1.26 0.5016271168575934
1.27 0.49700154324873025
1.28 0.49241063171584004
1.29 0.48785490205470683
1.3 0.4833348537561625
1.31 0.47885096616088146
1.32 0.4744036986231333
1.33 0.4699934906831553
1.34 0.4656207622478078
1.35 0.4612859137791743
1.36 0.45698932649077245
1.37 0.45273136255104235
1.3800000000000001 0.44851236529377764
1.3900000000000001 0.44433265943517397
1.4000000000000001 0.4401925512971643
1.41 0.43609232903671896
1.42 0.4320322628807891
1.43 0.42801260536657654
1.44 0.42403359158681436
1.45 0.4200954394397515
1.46 0.41619834988353294
1.47 0.412342507194676
1.48 0.40852807923034495
1.49 0.4047552176941326
1.5 0.40102405840506195
1.51 0.3973347215695259
1.52 0.39368731205588847
1.53 0.39008191967147665
1.54 0.38651861944169696
1.55 0.3829974718910174
1.56 0.3795185233255601
1.57 0.3760818061170564
1.58 0.3726873389879236
1.59 0.36933512729722434
1.6 0.36602516332728163
1.61 0.36275742657072285
1.62 0.35953188401773734
1.6300000000000001 0.3563484904433339
1.6400000000000001 0.35320718869439494
1.6500000000000001 0.3501079099763265
1.6600000000000001 0.3470505741391132
1.67 0.3440350899625899
1.68 0.3410613554407519
1.69 0.33812925806492833
1.7 0.3352386751056522
1.71 0.33238947389306456
1.72 0.32958151209569947
1.73 0.3268146379974983
1.74 0.3240886907729131
1.75 0.3214035007599593
1.76 0.31875888973108996
1.77 0.31615467116176327
1.78 0.31359065049658724
1.79 0.311066625412925
1.8 0.30858238608185673
1.81 0.3061377154263924
1.82 0.3037323893768407
1.83 0.3013661771232441
1.84 0.2990388413647903
1.85 0.29675013855612487
1.86 0.29449981915048445
1.87 0.29228762783958373
1.8800000000000001 0.29011330379018924
1.8900000000000001 0.2879765808773191
1.9000000000000001 0.28587718791401395
1.9100000000000001 0.2838148488776264
1.92 0.2817892831325832
1.93 0.27980020564957747
1.94 0.2778473272211526
1.95 0.2759303546736436
1.96 0.2740489910754477
1.97 0.2722029359415956
1.98 0.27039188543460274
1.99 0.26861553256158294
2. 0.26687356736760737
2.0100000000000002 0.2651656771252995
2.02 0.26349154652065654
2.0300000000000002 0.2618508578350941
2.04 0.2602432911237107
2.05 0.25866852438977517
2.06 0.2571262337554404
2.07 0.25561609362869075
2.08 0.25413777686653266
2.09 0.25269095493444205
2.1 0.25127529806208143
2.11 0.2498904753953065
2.12 0.24853615514447963
2.13 0.2472120047291131
2.14 0.2459176909188658
2.15 0.24465287997091922
2.16 0.2434172377637602
2.17 0.2422104299274001
2.18 0.24103212197006135
2.19 0.23988197940136524
2.2 0.23875966785205283
2.21 0.23766485319027797
2.22 0.23659720163450632
2.23 0.23555637986306135
2.24 0.2345420551203546
2.25 0.23355389531984264
2.2600000000000002 0.2325915691437514
2.27 0.2316547461396098
2.2800000000000002 0.23074309681363814
2.29 0.22985629272103317
2.3000000000000003 0.22899400655319638
2.31 0.22815591222195097
2.32 0.2273416849407922
2.33 0.22655100130322045
2.34 0.225783539358202
2.35 0.22503897868280603
2.36 0.22431700045206673
2.37 0.2236172875061163
2.38 0.22293952441464104
2.39 0.22228339753870524
2.4 0.22164859508999585
2.41 0.22103480718753316
2.42 0.22044172591189962
2.43 0.21986904535703355
2.44 0.21931646167963875
2.45 0.21878367314625752
2.46 0.21827038017805625
2.47 0.2177762853933733
2.48 0.21730109364807632
2.49 0.2168445120737783
2.5 0.21640625011395961
2.5100000000000002 0.21598601955804536
2.52 0.21558353457348367
2.5300000000000002 0.2151985117358728
2.54 0.2148306700571851
2.5500000000000003 0.2144797310121317
2.56 0.21414541856271718
2.57 0.2138274591810262
2.58 0.21352558187029072
2.59 0.21323951818427994
2.6 0.21296900224505816
2.61 0.21271377075915476
2.62 0.2124735630321881
2.63 0.21224812098198756
2.64 0.21203718915025482
2.65 0.21184051471280582
2.66 0.2116578474884352
2.67 0.21148893994644274
2.68 0.21133354721286252
2.69 0.2111914270754333
2.7 0.2110623399873489
2.71 0.21094604906982667
2.72 0.21084232011353166
2.73 0.21075092157889286
2.74 0.210671624595348
2.75 0.21060420295955223
2.7600000000000002 0.2105484331325857
2.77 0.2105040942361941
2.7800000000000002 0.21047096804809665
2.79 0.21044883899639238
2.8000000000000003 0.2104374941531007
2.81 0.2104367232268638
2.82 0.21044631855484552
2.83 0.2104660750938545
2.84 0.21049579041072414
2.85 0.21053526467197553
2.86 0.21058430063279482
2.87 0.21064270362535126
2.88 0.21071028154648352
2.89 0.2107868448447816
2.9 0.21087220650709065
2.91 0.210966182044461
2.92 0.21106858947757043
2.93 0.21117924932164328
2.94 0.2112979845708891
2.95 0.21142462068248505
2.96 0.21155898556012398
2.97 0.21170090953715087
2.98 0.2118502253593087
2.99 0.2120067681671146
3. 0.21217037547788747
3.0100000000000002 0.21234088716744637
3.02 0.2125181454514981
3.0300000000000002 0.21270199486673505
3.04 0.21289228225166004
3.0500000000000003 0.21308885672715525
3.06 0.2132915696768149
3.0700000000000003 0.2135002747270562
3.08 0.21371482772702616
3.09 0.21393508672831973
3.1 0.21416091196452458
3.11 0.21439216583060733
3.12 0.2146287128621565
3.13 0.21487041971449464
3.14 0.215117155141675
3.15 0.2153687899753746
3.16 0.21562519710369665
3.17 0.2158862514498957
3.18 0.2161518299510356
3.19 0.2164218115365933
3.2 0.216696077107019
3.21 0.2169745095122637
3.22 0.21725699353028427
3.23 0.21754341584553527
3.24 0.21783366502745954
3.25 0.21812763150898445
3.2600000000000002 0.2184252075650333
3.27 0.2187262872910622
3.2800000000000002 0.21903076658162804
3.29 0.21933854310899786
3.3000000000000003 0.21964951630180596
3.31 0.2199635873237668
3.3200000000000003 0.22028065905245037
3.33 0.2206006360581272
3.34 0.22092342458268868
3.35 0.2212489325186507
3.36 0.22157706938824434
3.37 0.2219077463226012
3.38 0.22224087604103726
3.39 0.2225763728304423
3.4 0.22291415252477792
3.41 0.22325413248469045
3.42 0.2235962315772419
3.43 0.22394037015576462
3.44 0.2242864700398429
3.45 0.22463445449542524
3.46 0.2249842482150712
3.47 0.2253357772983371
3.48 0.2256889692323017
3.49 0.22604375287223769
3.5 0.2264000584224294
3.5100000000000002 0.22675781741714124
3.52 0.2271169627017382
3.5300000000000002 0.2274774284139618
3.54 0.2278391499653623
3.5500000000000003 0.22820206402289173
3.56 0.22856610849065612
3.5700000000000003 0.2289312224918324
3.58 0.22929734635074844
3.59 0.22966442157513037
3.6 0.23003239083851623
3.61 0.23040119796283903
3.62 0.2307707879011791
3.63 0.23114110672068716
3.64 0.23151210158567942
3.65 0.23188372074090458
3.66 0.23225591349498426
3.67 0.2326286302040262
3.68 0.23300182225541283
3.69 0.2333754420517628
3.7 0.2337494429950682
3.71 0.23412377947100582
3.72 0.234498406833424
3.73 0.2348732813890039
3.74 0.23524836038209573
3.75 0.23562360197972976
3.7600000000000002 0.2359989652568017
3.77 0.23637441018143227
3.7800000000000002 0.23674989760050053
3.79 0.23712538922535065
3.8000000000000003 0.23750084761767154
3.81 0.2378762361755488
3.8200000000000003 0.23825151911968837
3.83 0.23862666147981149
3.84 0.2390016290812196
3.85 0.23937638853152954
3.86 0.23975090720757655
3.87 0.24012515324248623
3.88 0.24049909551291299
3.89 0.24087270362644475
3.9 0.24124594790917295
3.91 0.2416187993934264
3.92 0.24199122980566837
3.93 0.24236321155455623
3.94 0.24273471771916086
3.95 0.24310572203734687
3.96 0.24347619889431132
3.97 0.2438461233112791
3.98 0.24421547093435556
3.99 0.24458421802353336
4. 0.2449523414418536
4.01 0.24531981864471875
4.0200000000000005 0.24568662766935762
4.03 0.24605274712443925
4.04 0.24641815617983592
4.05 0.24678283455653327
4.0600000000000005 0.24714676251668588
4.07 0.24750992085381784
4.08 0.24787229088316592
4.09 0.2482338544321646
4.1 0.24859459383107158
4.11 0.24895449190373187
4.12 0.24931353195847933
4.13 0.24967169777917486
4.14 0.25002897361637844
4.15 0.2503853441786547
4.16 0.25074079462401055
4.17 0.2510953105514626
4.18 0.251448877992734
4.19 0.25180148340407865
4.2 0.25215311365823084
4.21 0.2525037560364808
4.22 0.25285339822087183
4.23 0.2532020282865206
4.24 0.2535496346940569
4.25 0.2538962062821826
4.26 0.254241732260348
4.2700000000000005 0.2545862022015444
4.28 0.25492960603521053
4.29 0.25527193404025406
4.3 0.25561317683818247
4.3100000000000005 0.2559533253863464
4.32 0.25629237097129093
4.33 0.25663030520221486
4.34 0.25696712000453636
4.3500000000000005 0.2573028076135632
4.36 0.25763736056826697
4.37 0.25797077170515903
4.38 0.2583030341522677
4.39 0.25863414132321483
4.4 0.2589640869113904
4.41 0.25929286488422415
4.42 0.2596204694775528
4.43 0.2599468951900816
4.44 0.2602721367779382
4.45 0.2605961892493195
4.46 0.26091904785922737
4.47 0.2612407081042951
4.48 0.2615611657177004
4.49 0.2618804166641659
4.5 0.2621984571350448
4.51 0.2625152835434913
4.5200000000000005 0.2628308925197128
4.53 0.26314528090630557
4.54 0.2634584457536697
4.55 0.2637703843155047
4.5600000000000005 0.2640810940443822
4.57 0.26439057258739707
4.58 0.264698817781894
4.59 0.2650058276512688
4.6000000000000005 0.26531160040084373
4.61 0.26561613441381615
4.62 0.2659194282472779
4.63 0.26622148062830553
4.64 0.26652229045012044
4.65 0.2668218567683168
4.66 0.26712017879715777
4.67 0.2674172559059368
4.68 0.2677130876154058
4.69 0.26800767359426664
4.7 0.268301013655726
4.71 0.26859310775411344
4.72 0.26888395598156
4.73 0.2691735585647379
4.74 0.2694619158616591
4.75 0.2697490283585331
4.76 0.270034896666682
4.7700000000000005 0.27031952151951266
4.78 0.270602903769544
4.79 0.27088504438548994
4.8 0.2711659444493966
4.8100000000000005 0.2714456051538316
4.82 0.27172402779912697
4.83 0.2720012137906728
4.84 0.2722771646362621
4.8500000000000005 0.2725518819434849
4.86 0.272825367417172
4.87 0.2730976228568867
4.88 0.27336865015446404
4.89 0.2736384512915967
4.9 0.27390702833746683
4.91 0.2741743834464233
4.92 0.2744405188557028
4.93 0.2747054368831953
4.94 0.27496913992525196
4.95 0.2752316304545354
4.96 0.2754929110179119
4.97 0.275752984234384
4.98 0.27601185279306306
4.99 0.27626951945118217
5. 0.27652598703214715
5.01 0.2767812584236257
5.0200000000000005 0.27703533657567475
5.03 0.2772882244989036
5.04 0.2775399252626747
5.05 0.2777904419933385
5.0600000000000005 0.27803977787250495
5.07 0.278287936135348
5.08 0.27853492006894487
5.09 0.27878073301064793
5.1000000000000005 0.27902537834649005
5.11 0.2792688595096212
5.12 0.27951117997877717
5.13 0.27975234327677906
5.14 0.27999235296906333
5.15 0.2802312126622419
5.16 0.28046892600269124
5.17 0.28070549667517086
5.18 0.28094092840146995
5.19 0.281175224939082
5.2 0.28140839007990653
5.21 0.2816404276489783
5.22 0.28187134150322224
5.23 0.2821011355302353
5.24 0.2823298136470926
5.25 0.28255737979917966
5.26 0.282783837959049
5.2700000000000005 0.2830091921253004
5.28 0.2832334463214855
5.29 0.2834566045950354
5.3 0.28367867101621136
5.3100000000000005 0.2838996496770776
5.32 0.2841195446904966
5.33 0.284338360189146
5.34 0.28455610032455625
5.3500000000000005 0.28477276926617007
5.36 0.2849883712004215
5.37 0.28520291032983586
5.38 0.2854163908721488
5.39 0.28562881705944543
5.4 0.2858401931373179
5.41 0.286050523364042
5.42 0.2862598120097722
5.43 0.2864680633557543
5.44 0.2866752816935564
5.45 0.28688147132431646
5.46 0.2870866365580077
5.47 0.2872907817127201
5.48 0.28749391111395844
5.49 0.2876960290939568
5.5 0.28789713999100836
5.51 0.2880972481488111
5.5200000000000005 0.2882963579158285
5.53 0.2884944736446652
5.54 0.28869159969145725
5.55 0.28888774041527704
5.5600000000000005 0.28908290017755195
5.57 0.28927708334149693
5.58 0.28947029427156085
5.59 0.2896625373328859
5.6000000000000005 0.28985381689078016
5.61 0.29004413731020307
5.62 0.2902335029552633
5.63 0.2904219181887289
5.64 0.29060938737155007
5.65 0.29079591486239276
5.66 0.2909815050171849
5.67 0.2911661621886735
5.68 0.29134989072599327
5.69 0.29153269497424544
5.7 0.2917145792740886
5.71 0.2918955479613387
5.72 0.2920756053665805
5.73 0.2922547558147883
5.74 0.29243300362495755
5.75 0.2926103531097449
5.76 0.2927868085751192
5.7700000000000005 0.29296237432002087
5.78 0.29313705463603074
5.79 0.2933108538070481
5.8 0.29348377610897725
5.8100000000000005 0.29365582580942273
5.82 0.29382700716739346
5.83 0.29399732443301424
5.84 0.2941667818472465
5.8500000000000005 0.2943353836416161
5.86 0.29450313403794953
5.87 0.29467003724811747
5.88 0.29483609747378575
5.89 0.2950013189061742
5.9 0.29516570572582196
5.91 0.2953292621023602
5.92 0.29549199219429206
5.93 0.29565390014877857
5.94 0.2958149901014321
5.95 0.2959752661761154
5.96 0.296134732484748
5.97 0.2962933931271176
5.98 0.2964512521906989
5.99 0.2966083137504772
6. 0.2967645818687787
6.01 0.296920060595106
6.0200000000000005 0.2970747539659797
6.03 0.2972286660047847
6.04 0.2973818007216229
6.05 0.2975341621131702
6.0600000000000005 0.2976857541625393
6.07 0.297836580839147
6.08 0.2979866460985873
6.09 0.29813595388250813
6.1000000000000005 0.29828450811849366
6.11 0.2984323127199512
6.12 0.29857937158600206
6.13 0.2987256886013775
6.140000000000001 0.2988712676363184
6.15 0.2990161125464798
6.16 0.29916022717283897
6.17 0.2993036153416079
6.18 0.29944628086414965
6.19 0.2995882275368987
6.2 0.2997294591412847
6.21 0.2998699794436605
6.22 0.3000097921952334
6.23 0.300148901132
6.24 0.30028730997468445
6.25 0.30042502242868063
6.26 0.30056204218399674
6.2700000000000005 0.30069837291520396
6.28 0.30083401828138756
6.29 0.3009689819261018
6.3 0.30110326747732724
6.3100000000000005 0.3012368785474316
6.32 0.30136981873313273
6.33 0.3015020916154651
6.34 0.3016337007597488
6.3500000000000005 0.3017646497155612
6.36 0.3018949420167111
6.37 0.3020245811812156
6.38 0.30215357071127974
6.390000000000001 0.30228191409327787
6.4 0.30240961479773826
6.41 0.30253667627932923
6.42 0.30266310197684826
6.43 0.30278889531321274
6.44 0.30291405969545326
6.45 0.30303859851470905
6.46 0.3031625151462249
6.47 0.3032858129493508
6.48 0.30340849526754343
6.49 0.3035305654283689
6.5 0.3036520267435082
6.51 0.3037728825087639
6.5200000000000005 0.303893136004069
6.53 0.304012790493497
6.54 0.3041318492252745
6.55 0.3042503154317943
6.5600000000000005 0.30436819232963125
6.57 0.30448548311955875
6.58 0.30460219098656716
6.59 0.30471831909988395
6.6000000000000005 0.30483387061299455
6.61 0.30494884866366534
6.62 0.3050632563739676
6.63 0.30517709685030286
6.640000000000001 0.30529037318342955
6.65 0.30540308844849084
6.66 0.30551524570504396
6.67 0.3056268479970901
6.68 0.3057378983531064
6.69 0.305848399786078
6.7 0.305958355293532
6.71 0.30606776785757195
6.72 0.3061766404449139
6.73 0.30628497600692267
6.74 0.30639277747965
6.75 0.3065000477838727
6.76 0.30660678982513256
6.7700000000000005 0.30671300649377664
6.78 0.3068187006649983
6.79 0.30692387519887954
6.8 0.307028532940434
6.8100000000000005 0.3071326767196501
6.82 0.307236309351536
6.83 0.3073394336361645
6.84 0.30744205235871874
6.8500000000000005 0.307544168289539
6.86 0.30764578418416966
6.87 0.30774690278340705
6.88 0.3078475268133479
6.890000000000001 0.30794765898543847
6.9 0.3080473019965237
6.91 0.3081464585288979
6.92 0.3082451312503549
6.93 0.30834332281423976
6.94 0.30844103585949983
6.95 0.3085382730107373
6.96 0.3086350368782615
6.97 0.30873133005814224
6.98 0.308827155132263
6.99 0.3089225146683748
7. 0.3090174112201504
7.01 0.3091118473272391
7.0200000000000005 0.3092058255153215
7.03 0.3092993482961645
7.04 0.3093924181676776
7.05 0.3094850376139682
7.0600000000000005 0.3095772091053978
7.07 0.3096689350986391
7.08 0.3097602180367318
7.09 0.30985106034914045
7.1000000000000005 0.30994146445181103
7.11 0.3100314327472288
7.12 0.31012096762447566
7.13 0.31021007145928825
7.140000000000001 0.3102987466141157
7.15 0.31038699543817816
7.16 0.31047482026752476
7.17 0.3105622234250926
7.18 0.31064920722076494
7.19 0.31073577395143037
7.2 0.31082192590104135
7.21 0.31090766534067354
7.22 0.31099299452858464
7.23 0.3110779157102738
7.24 0.31116243111854064
7.25 0.31124654297354487
7.26 0.31133025348286536
7.2700000000000005 0.3114135648415599
7.28 0.3114964792322244
7.29 0.3115789988250526
7.3 0.3116611257778955
7.3100000000000005 0.31174286223632103
7.32 0.3118242103336734
7.33 0.31190517219113295
7.34 0.31198574991777545
7.3500000000000005 0.3120659456106317
7.36 0.3121457613547472
7.37 0.3122251992232415
7.38 0.31230426127736755
7.390000000000001 0.3123829495665715
7.4 0.31246126612855146
7.41 0.31253921298931747
7.42 0.3126167921632503
7.43 0.3126940056531607
7.44 0.3127708554503487
7.45 0.3128473435346625
7.46 0.31292347187455716
7.47 0.31299924242715416
7.48 0.31307465713829935
7.49 0.31314971794262225
7.5 0.3132244267635941
7.51 0.31329878551358675
7.5200000000000005 0.31337279609393076
7.53 0.31344646039497354
7.54 0.3135197802961377
7.55 0.31359275766597877
7.5600000000000005 0.31366539436224333
7.57 0.31373769223192627
7.58 0.31380965311132875
7.59 0.3138812788261155
7.6000000000000005 0.31395257119137204
7.61 0.3140235320116618
7.62 0.3140941630810831
7.63 0.3141644661833262
7.640000000000001 0.3142344430917295
7.65 0.31430409556933636
7.66 0.3143734253689513
7.67 0.3144424342331963
7.68 0.31451112389456654
7.69 0.3145794960754864
7.7 0.3146475524883651
7.71 0.31471529483565197
7.72 0.31478272480989183
7.73 0.31484984409378025
7.74 0.314916654360218
7.75 0.31498315727236625
7.76 0.31504935448370075
7.7700000000000005 0.3151152476380663
7.78 0.31518083836973093
7.79 0.3152461283034395
7.8 0.315311119054468
7.8100000000000005 0.31537581222867644
7.82 0.3154402094225627
7.83 0.3155043122233153
7.84 0.31556812220886654
7.8500000000000005 0.3156316409479451
7.86 0.3156948700001285
7.87 0.31575781091589555
7.88 0.3158204652366782
7.890000000000001 0.31588283449491367
7.9 0.31594492021409587
7.91 0.3160067239088269
7.92 0.3160682470848683
7.930000000000001 0.31612949123919215
7.94 0.31619045786003164
7.95 0.3162511484269318
7.96 0.31631156441079966
7.97 0.31637170727395464
7.98 0.3164315784701783
7.99 0.3164911794447639
8. 0.3165505116345661

1047
src/tests/NoakesKalvius/NoakesKalvius.nb Normal file
View File

File diff suppressed because it is too large Load Diff

99
src/tests/NoakesKalvius/NoakesKalvius.tex Normal file
View File

@ -0,0 +1,99 @@
\documentclass[a4paper,10pt]{article}
\usepackage[utf8x]{inputenc}
\textheight 264mm
\textwidth 180mm
\topmargin -28mm
\oddsidemargin -10mm
\columnsep 10mm
\parindent 0mm
\parskip 0ex
\begin{document}
\section*{Phenomenological model for homogeneous disorder --- Noakes, Kalvius}
\noindent This is a short summary of the formula\"{e} derived by Noakes and
Kalvius \cite{noakes97,noakes99}. However, I will stick to the notation as used
in \cite{yaouanc11}.
\subsection*{Noakes-Kalvius, ZF, static}
\noindent For the static ZF depolarization function, $P_{Z}^{\rm stat}$ on finds [see \cite{yaouanc11}, p.135, Eq.(6.101)]:
\begin{eqnarray*}
P_{Z}^{\rm stat}(t, R_b, \Delta_{\rm eff}) &=& \frac{1}{3} + \frac{2}{3} \left(\frac{1+R_b^2}{1+R_b^2+R_b^2 \gamma_\mu^2 \Delta_{\rm eff}^2 t^2}\right)^{3/2}
\left(1-\frac{\gamma_\mu^2 \Delta_{\rm eff}^2 t^2}{1+R_b^2+R_b^2\gamma_\mu^2 \Delta_{\rm eff}^2 t^2}\right) \times \\
&& \times \exp\left[-\frac{1}{2}\left(\frac{\gamma_\mu^2 \Delta_{\rm eff}^2 t^2}{1+R_b^2+R_b^2\gamma_\mu^2 \Delta_{\rm eff}^2 t^2}\right)\right]
\end{eqnarray*}
\noindent with $R_b = \Delta_{\rm GbG} / \Delta_0$ and $\Delta_{\rm eff}^2 = \Delta_0^2 + \Delta_{\rm GbG}^2$. However, this can be substantially simplified by
using the fact that $\Delta_{\rm eff}^2 = (1+R_b^2) \Delta_0^2$. Using this, the above formula reduces to
\begin{equation}
P_{Z}^{\rm stat}(t, R_b, \Delta_0) = \frac{1}{3} + \frac{2}{3} \left(\frac{1}{1+R_b^2 \gamma_\mu^2 \Delta_0^2 t^2}\right)^{3/2}
\left(1 - \frac{\gamma_\mu^2 \Delta_0^2 t^2}{1+R_b^2 \gamma_\mu^2 \Delta_0^2 t^2}\right)
\exp\left[-\frac{1}{2}\left(\frac{\gamma_\mu^2 \Delta_0^2 t^2}{1+R_b^2\gamma_\mu^2 \Delta_0^2 t^2}\right)\right]
\end{equation}
\noindent where $\Delta_{\rm eff}$ could be removed alltogether.
\subsection*{Noakes-Kalvius, TF, static}
\noindent For the static TF depolarization function, $P_{X}^{\rm stat}$ on finds [see \cite{yaouanc11}, p.135, Eq.(6.100)]:
\begin{eqnarray*}
P_{X}^{\rm stat}(t, R_b, \Delta_{\rm eff}) &=& \sqrt{\frac{1+R_b^2}{1+R_b^2+R_b^2 \gamma_\mu^2 \Delta_{\rm eff}^2 t^2}}
\exp\left[-\frac{1}{2}\left(\frac{\gamma_\mu^2 \Delta_{\rm eff}^2 t^2}{1+R_b^2+R_b^2\gamma_\mu^2 \Delta_{\rm eff}^2 t^2}\right)\right]
\cos(\gamma_\mu B_{\rm ext} t + \phi),
\end{eqnarray*}
\noindent which reduces to
\begin{equation}
P_{X}^{\rm stat}(t, R_b, \Delta_0) = \sqrt{\frac{1}{1+R_b^2 \gamma_\mu^2 \Delta_0^2 t^2}}
\exp\left[-\frac{1}{2} \left(\frac{\gamma_\mu^2 \Delta_0^2 t^2}{1+R_b^2\gamma_\mu^2 \Delta_0^2 t^2}\right)\right] \cos(\gamma_\mu B_{\rm ext} t + \phi)
\end{equation}
\subsection*{Noakes-Kalvius, ZF, dynamic}
\noindent With
$$ \Theta(t) = \frac{\exp(-\nu_c t - 1 + \nu_c t)}{\nu_c^2} $$
the dynamic polarization function $P_{Z}^{\rm dyn}$ reads [see \cite{yaouanc11}, p.137, Eq.(6.106)]:
$$ P_{Z}^{\rm dyn}(t, R_b, \Delta_{\rm eff}, \nu_c) = \sqrt{\frac{1+R_b^2}{1+R_b^2+4 R_b^2 \gamma_\mu^2 \Delta_{\rm eff}^2 \Theta(t)}}
\exp\left[-\frac{2\gamma_\mu^2 \Delta_{\rm eff}^2 \Theta(t)}{1+R_b^2+4 R_b^2\gamma_\mu^2 \Delta_{\rm eff}^2 \Theta(t)}\right],
$$
\noindent which reduces to
\begin{equation}
P_{Z}^{\rm dyn}(t, R_b, \Delta_0, \nu_c) = \sqrt{\frac{1}{1+4 R_b^2 \gamma_\mu^2 \Delta_0^2 \Theta(t)}}
\exp\left[-\frac{2 \gamma_\mu^2 \Delta_0^2 \Theta(t)}{1+4 R_b^2 \gamma_\mu^2 \Delta_0^2 \Theta(t)}\right]
\end{equation}
\subsection*{Noakes-Kalvius, TF, dynamic}
the dynamic polarization function $P_{X}^{\rm dyn}$ reads [see \cite{yaouanc11}, p.136, Eq.(6.105)]:
$$ P_{X}^{\rm dyn}(t, R_b, \Delta_{\rm eff}, \nu_c) = \sqrt{\frac{1+R_b^2}{1+R_b^2+2 R_b^2 \gamma_\mu^2 \Delta_{\rm eff}^2 \Theta(t)}}
\exp\left[-\frac{\gamma_\mu^2 \Delta_{\rm eff}^2 \Theta(t)}{1+R_b^2+2 R_b^2\gamma_\mu^2 \Delta_{\rm eff}^2 \Theta(t)}\right]
\cos(\gamma_\mu B_{\rm ext} t + \phi),
$$
\noindent which reduces to
\begin{equation}
P_{X}^{\rm dyn}(t, R_b, \Delta_0, \nu_c) = \sqrt{\frac{1}{1+2 R_b^2 \gamma_\mu^2 \Delta_0^2 \Theta(t)}}
\exp\left[-\frac{\gamma_\mu^2 \Delta_0^2 \Theta(t)}{1+2 R_b^2 \gamma_\mu^2 \Delta_0^2 \Theta(t)}\right]
\cos(\gamma_\mu B_{\rm ext} t + \phi).
\end{equation}
\begin{thebibliography}{99}
\bibitem{noakes97} D.R. Noakes, and G.M. Kalvius, Phys. Rev. B, \textbf{56}, 2352, (1997).
\bibitem{noakes99} D.R. Noakes, J. Phys.: Condens. Matter \textbf{11} 1589, (1999).
\bibitem{yaouanc11} A. Yaouanc, and P. Dalmas de R\'{e}otier, ``Muon Spin Rotation, Relaxation, and Resonance'', Oxford University Press 2011.
\end{thebibliography}
\end{document}

10
src/tests/analyticFakeData/analyticFakeData.C
View File

@ -29,7 +29,7 @@
* 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA. *
***************************************************************************/
void analyticFakeData(const TString type)
void analyticFakeData(const TString type, UInt_t runNo)
{
// load library
gSystem->Load("$ROOTSYS/lib/libTLemRunHeader");
@ -47,8 +47,8 @@ void analyticFakeData(const TString type)
gROOT->GetListOfBrowsables()->Add(histosFolder, "histos");
decayAnaModule = histosFolder->AddFolder("DecayAnaModule", "muSR decay histograms");
UInt_t runNo = 9042;
TString fileName, tstr, label, tstr1;
fileName.Form("0%d.root", (Int_t)runNo);
// Double_t t0[8] = {3419.0, 3520.0, 3520.0, 3421.0, 3517.0, 3418.0, 3522.0, 3623.0}; // runNo: 1000 & 2000
@ -164,8 +164,8 @@ void analyticFakeData(const TString type)
}
// create histos
Double_t n0[8] = {50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0};
Double_t bkg[8] = {1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0};
Double_t n0[8] = {13200.0, 13200.0, 13200.0, 13200.0, 13200.0, 13200.0, 13200.0, 13200.0};
Double_t bkg[8] = {264.0, 264.0, 264.0, 264.0, 264.0, 264.0, 264.0, 264.0};
const Double_t tau = 2197.019; // ns
// asymmetry related stuff
@ -261,6 +261,8 @@ void analyticFakeData(const TString type)
for (UInt_t i=0; i<16; i++) {
addNoise->AddNoise(histo[i]);
}
delete addNoise;
addNoise = 0;
/*
for (UInt_t i=0; i<8; i++) {
for (UInt_t j=1; j<histo[i]->GetEntries(); j++) {

28
src/tests/fitCompare/09042.msr
View File

@ -2,12 +2,12 @@
###############################################################
FITPARAMETER
# No Name Value Step Pos_Error Boundaries
1 AsymT 0.2089 -0.0033 0.0033 0 0.33
2 Field 200.027 -0.092 0.091
3 RateT 0.0913 -0.0076 0.0077 0 none
4 N0 255.90 -0.40 0.40
5 PhaseL 3.73 -0.90 0.91
6 BkgL 5.028 -0.042 0.042
1 AsymT 0.2118 -0.0032 0.0032 0 0.33
2 Field 200.077 -0.086 0.086
3 RateT 0.0855 -0.0069 0.0070 0 none
4 N0 48.229 -0.075 0.074
5 PhaseL 2.71 -0.90 0.90
6 BkgL 0.4206 -0.0072 0.0072
###############################################################
THEORY
@ -27,13 +27,15 @@ backgr.fit 6
lifetimecorrection
map 0 0 0 0 0 0 0 0 0 0
forward 1
data 3519 63000
data 3519 66000
t0 3519.0
fit 0 12
packing 50
fit 0 12.5
packing 1
###############################################################
COMMANDS
#MAX_LIKELIHOOD
SCALE_N0_BKG FALSE
STRATEGY 2
MINIMIZE
MINOS
@ -51,9 +53,9 @@ phase par6
###############################################################
PLOT 0 (single histo plot)
runs 1
range 0 10 -0.25 0.25
#view_packing 50
range 0 10
view_packing 50
###############################################################
STATISTIC --- 2013-11-06 09:49:19
chisq = 1114.7, NDF = 1183, chisq/NDF = 0.942283
STATISTIC --- 2013-11-08 16:20:32
chisq = 61171.4, NDF = 62475, chisq/NDF = 0.979135

6
src/tests/fitCompare/fitTest.C
View File

@ -119,15 +119,15 @@ void fitTest(const char *fln, const char *fitter)
for (Int_t i=1; i<63083; i++)
histo->SetBinContent(i,data[i]);
histo->Rebin(50);
// histo->Rebin(50);
histo->Draw();
gFitFcn->SetParameter(0, 10000.0); // N0
gFitFcn->SetParameter(0, 200.0); // N0
gFitFcn->SetParameter(1, 0.2); // asym
gFitFcn->SetParameter(2, 0.11); // lambda
gFitFcn->SetParameter(3, 200.0); // B
gFitFcn->SetParameter(4, 6.0); // phase
gFitFcn->SetParameter(5, 300.0); // Bkg
gFitFcn->SetParameter(5, 1.0); // Bkg
ROOT::Math::MinimizerOptions::SetDefaultStrategy(2);
// ROOT::Math::MinimizerOptions::SetDefaultPrintLevel(1);