Integral1Test.cpp File Reference

Test file for the class NumericalDefiniteIntregral and Integral. More...

#include <math.h>
#include <stdio.h>
#include "GaudiMath/Integral.h"
#include "GaudiMath/GaudiMath.h"
#include "GaudiKernel/SystemOfUnits.h"
#include "CLHEP/GenericFunctions/Sin.hh"
#include "CLHEP/GenericFunctions/Cos.hh"
#include "CLHEP/GenericFunctions/Gaussian.hh"
Include dependency graph for Integral1Test.cpp:

Go to the source code of this file.

Namespaces

 CLHEP
 

Functions

int main ()
 

Detailed Description

Test file for the class NumericalDefiniteIntregral and Integral.

Date
2003-08-31
Author
Vanya BELYAEV Ivan..nosp@m.Bely.nosp@m.aev@i.nosp@m.tep..nosp@m.ru

Definition in file Integral1Test.cpp.

Function Documentation

int main ( )

Definition at line 35 of file Integral1Test.cpp.

36 {
37 
38  std::cout <<
39  " Test for numerical integration of Genfun::Sin(x) " << std::endl ;
40 
41  const GaudiMath::Function& mysin = Genfun::Sin();
42 
43 
44  for( double x = 0 * Gaudi::Units::degree ;
45  x <= 360 * Gaudi::Units::degree ;
46  x += 15 * Gaudi::Units::degree ) {
47  double value = GaudiMath::Integral ( mysin , 0. , x ) ;
48  printf( "x=%8.3f deg; I(Sin)=%+.19f; ActErr=%+.19f;\n",
49  x / Gaudi::Units::degree , value , value-(1-cos(x)) );
50  }
51 
52 
53  const GaudiMath::Function& myfun = Genfun::Gaussian();
54 
55  std::cout
56  << " integral from gauss1 = "
58  << std::endl << " integral from gauss2 = "
60  << std::endl << " integral from gauss3 = "
61  << GaudiMath::Integral( myfun ,
64  << std::endl << " integral from gauss4 = "
66  << std::endl << " integral from gauss5 = "
68  << std::endl << " integral from gauss6 = "
70  << std::endl << " integral from gauss7 = "
72  << std::endl << " integral from gauss8 = "
74  << std::endl ;
75 
76 
77  exit(0);
78 }
constexpr double degree
T endl(T...args)
Genfun::AbsFunction Function
Definition: GaudiMath.h:24
T exit(T...args)
T cos(T...args)
GAUDI_API double Integral(const Genfun::AbsFunction &function, const double a, const double b, const GaudiMath::Integration::Type type=GaudiMath::Integration::Adaptive, const GaudiMath::Integration::KronrodRule rule=GaudiMath::Integration::Default, const double epsabs=1.e-10, const double epsrel=1.e-7, const size_t size=1000)
Definition: Integral.cpp:27
T printf(T...args)