BOSS 7.0.5
BESIII Offline Software System
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Public Member Functions | List of all members
EvtBtoXsgammaRootFinder Class Reference

#include <EvtBtoXsgammaRootFinder.hh>

Public Member Functions

 EvtBtoXsgammaRootFinder ()
 
virtual ~EvtBtoXsgammaRootFinder ()
 
double GetRootSingleFunc (const EvtItgAbsFunction *theFunc, double functionValue, double lowerValue, double upperValue, double precision)
 
double GetGaussIntegFcnRoot (EvtItgAbsFunction *theFunc1, EvtItgAbsFunction *theFunc2, double integ1Precision, double integ2Precision, int maxLoop1, int maxLoop2, double integLower, double integUpper, double lowerValue, double upperValue, double precision)
 

Detailed Description

Definition at line 36 of file EvtBtoXsgammaRootFinder.hh.

Constructor & Destructor Documentation

◆ EvtBtoXsgammaRootFinder()

EvtBtoXsgammaRootFinder::EvtBtoXsgammaRootFinder ( )

Definition at line 43 of file EvtBtoXsgammaRootFinder.cc.

43{}

◆ ~EvtBtoXsgammaRootFinder()

EvtBtoXsgammaRootFinder::~EvtBtoXsgammaRootFinder ( )
virtual

Definition at line 45 of file EvtBtoXsgammaRootFinder.cc.

46{}

Member Function Documentation

◆ GetGaussIntegFcnRoot()

double EvtBtoXsgammaRootFinder::GetGaussIntegFcnRoot ( EvtItgAbsFunction *  theFunc1,
EvtItgAbsFunction *  theFunc2,
double  integ1Precision,
double  integ2Precision,
int  maxLoop1,
int  maxLoop2,
double  integLower,
double  integUpper,
double  lowerValue,
double  upperValue,
double  precision 
)

Definition at line 120 of file EvtBtoXsgammaRootFinder.cc.

120 {
121
122 // Use the bisection to find the root.
123 // Iterates until find root to the accuracy of precision
124
125 //Need to work with integrators
126 EvtItgAbsIntegrator *func1Integ = new EvtItgSimpsonIntegrator(*theFunc1, integ1Precision, maxLoop1);
127 EvtItgAbsIntegrator *func2Integ = new EvtItgSimpsonIntegrator(*theFunc2, integ2Precision, maxLoop2);
128
129
130 //coefficient 1 of the integrators is the root to be found
131 //need to set this to lower value to start off with
132 theFunc1->setCoeff(1,0,lowerValue);
133 theFunc2->setCoeff(1,0,lowerValue);
134
135 double f1 = func1Integ->evaluate(integLower,integUpper) - theFunc2->getCoeff(1,2)*func2Integ->evaluate(integLower,integUpper);
136 theFunc1->setCoeff(1,0,upperValue);
137 theFunc2->setCoeff(1,0,upperValue);
138 double f2 = func1Integ->evaluate(integLower,integUpper) - theFunc2->getCoeff(1,2)*func2Integ->evaluate(integLower,integUpper);
139
140 double xLower = 0.0, xUpper = 0.0;
141 double root=0;
142
143 if ( f1*f2 > 0.0 ) {
144 report(WARNING,"EvtGen") << "EvtBtoXsgammaRootFinder: No root in specified range !"<<endl;
145 return false;
146 }
147
148 // Already have root
149 if (fabs(f1) < precision) {
150 root = lowerValue;
151 return root;
152 }
153 if (fabs(f2) < precision) {
154 root = upperValue;
155 return root;
156 }
157
158 // Orient search so that f(xLower) < 0
159 if (f1 < 0.0) {
160 xLower = lowerValue;
161 xUpper = upperValue;
162 } else {
163 xLower = upperValue;
164 xUpper = lowerValue;
165 }
166
167 double rootGuess = 0.5*(lowerValue + upperValue);
168 double dxold = fabs(upperValue - lowerValue);
169 double dx = dxold;
170
171 theFunc1->setCoeff(1,0,rootGuess);
172 theFunc2->setCoeff(1,0,rootGuess);
173 double f = func1Integ->evaluate(integLower,integUpper) - theFunc2->getCoeff(1,2)*func2Integ->evaluate(integLower,integUpper);
174
175 for (int j = 0; j< EVTITGROOTFINDER_MAXIT; j++) {
176
177 dxold = dx;
178 dx = 0.5*(xUpper-xLower);
179 rootGuess = xLower+dx;
180
181 // If change in root is negligible, take it as solution.
182 if (fabs(xLower - rootGuess) < precision) {
183 root = rootGuess;
184 return root;
185 }
186
187 theFunc1->setCoeff(1,0,rootGuess);
188 theFunc2->setCoeff(1,0,rootGuess);
189 f = func1Integ->evaluate(integLower,integUpper) - theFunc2->getCoeff(1,2)*func2Integ->evaluate(integLower,integUpper);
190
191 if (f < 0.0) {
192 xLower = rootGuess;
193 } else {
194 xUpper = rootGuess;
195 }
196
197 }
198
199 report(WARNING,"EvtGen") << "EvtBtoXsgammaRootFinder: Maximum number of iterations "
200 <<"in EvtBtoXsgammaRootFinder::foundRoot exceeded!"
201 <<" Returning false."<<endl;
202 return 0;
203
204}
root
std::string root
Definition: CalibModel.cxx:39
f1
TFile * f1
Definition: DataBase/tau_mode.c:4
EVTITGROOTFINDER_MAXIT
#define EVTITGROOTFINDER_MAXIT
Definition: EvtBtoXsgammaRootFinder.cc:39
report
ostream & report(Severity severity, const char *facility)
Definition: EvtReport.cc:36
WARNING
@ WARNING
Definition: EvtReport.hh:50
EvtItgAbsFunction::getCoeff
virtual double getCoeff(int, int)=0
EvtItgAbsFunction::setCoeff
virtual void setCoeff(int, int, double)=0
EvtItgAbsIntegrator::evaluate
double evaluate(double lower, double upper) const
Definition: EvtItgAbsIntegrator.cc:52
f
TFile f("ana_bhabha660a_dqa_mcPat_zy_old.root")

Referenced by EvtBtoXsgammaFermiUtil::FermiGaussFuncRoot().

◆ GetRootSingleFunc()

double EvtBtoXsgammaRootFinder::GetRootSingleFunc ( const EvtItgAbsFunction *  theFunc,
double  functionValue,
double  lowerValue,
double  upperValue,
double  precision 
)

Definition at line 49 of file EvtBtoXsgammaRootFinder.cc.

49 {
50
51 // Use the bisection to find the root.
52 // Iterates until find root to the accuracy of precision
53
54 double xLower = 0.0, xUpper = 0.0;
55 double root=0;
56
57 double f1 = theFunc->value(lowerValue) - functionValue;
58 double f2 = theFunc->value(upperValue) - functionValue;
59
60 if ( f1*f2 > 0.0 ) {
61 report(WARNING,"EvtGen") << "EvtBtoXsgammaRootFinder: No root in specified range !"<<endl;
62 return 0;
63 }
64
65 // Already have root
66 if (fabs(f1) < precision) {
67 root = lowerValue;
68 return root;
69 }
70 if (fabs(f2) < precision) {
71 root = upperValue;
72 return root;
73 }
74
75 // Orient search so that f(xLower) < 0
76 if (f1 < 0.0) {
77 xLower = lowerValue;
78 xUpper = upperValue;
79 } else {
80 xLower = upperValue;
81 xUpper = lowerValue;
82 }
83
84 double rootGuess = 0.5*(lowerValue + upperValue);
85 double dxold = fabs(upperValue - lowerValue);
86 double dx = dxold;
87
88 double f = theFunc->value(rootGuess) - functionValue;
89
90 for (int j = 0; j< EVTITGROOTFINDER_MAXIT; j++) {
91
92 dxold = dx;
93 dx = 0.5*(xUpper-xLower);
94 rootGuess = xLower+dx;
95
96 // If change in root is negligible, take it as solution.
97 if (fabs(xLower - rootGuess) < precision) {
98 root = rootGuess;
99 return root;
100 }
101
102 f = theFunc->value(rootGuess) - functionValue;
103
104 if (f < 0.0) {
105 xLower = rootGuess;
106 } else {
107 xUpper = rootGuess;
108 }
109
110 }
111
112 report(WARNING,"EvtGen") << "EvtBtoXsgammaRootFinder: Maximum number of iterations "
113 <<"in EvtBtoXsgammaRootFinder::foundRoot exceeded!"
114 <<" Returning false."<<endl;
115 return 0;
116
117}
EvtItgAbsFunction::value
virtual double value(double x) const
Definition: EvtItgAbsFunction.cc:45

Referenced by EvtBtoXsgammaFermiUtil::FermiRomanFuncRoot().

The documentation for this class was generated from the following files: