The Gaudi Framework  v30r3 (a5ef0a68)
Integral1Test.cpp
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1 // ============================================================================
2 // Include files
3 // ============================================================================
4 // STD & STL
5 // ============================================================================
6 #include <cmath>
7 #include <cstdio>
8 // ============================================================================
9 // GaudiMath
10 // ============================================================================
11 #include "GaudiKernel/SystemOfUnits.h"
12 #include "GaudiMath/GaudiMath.h"
13 #include "GaudiMath/Integral.h"
14 // ============================================================================
15 // CLHEP
16 // ============================================================================
17 #include "CLHEP/GenericFunctions/Cos.hh"
18 #include "CLHEP/GenericFunctions/Gaussian.hh"
19 #include "CLHEP/GenericFunctions/Sin.hh"
20 // ============================================================================
21 // Handle CLHEP 2.0.x move to CLHEP namespace
22 namespace CLHEP
23 {
24 }
25 using namespace CLHEP;
26 
27 // ============================================================================
35 // ============================================================================
36 
37 int main()
38 {
39 
40  std::cout << " Test for numerical integration of Genfun::Sin(x) " << std::endl;
41 
42  const GaudiMath::Function& mysin = Genfun::Sin();
43 
44  for ( double x = 0 * Gaudi::Units::degree; x <= 360 * Gaudi::Units::degree; x += 15 * Gaudi::Units::degree ) {
45  double value = GaudiMath::Integral( mysin, 0., x );
46  printf( "x=%8.3f deg; I(Sin)=%+.19f; ActErr=%+.19f;\n", x / Gaudi::Units::degree, value, value - ( 1 - cos( x ) ) );
47  }
48 
49  const GaudiMath::Function& myfun = Genfun::Gaussian();
50 
51  std::cout << " integral from gauss1 = " << GaudiMath::Integral( myfun, 0.0, GaudiMath::Integration::Infinity )
52  << "\n integral from gauss2 = " << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, 0.0 )
53  << "\n integral from gauss3 = "
54  << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, GaudiMath::Integration::Infinity )
55  << "\n integral from gauss4 = " << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, 1.0 )
56  << "\n integral from gauss5 = " << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, 4.0 )
57  << "\n integral from gauss6 = " << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, 9.0 )
58  << "\n integral from gauss7 = " << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, 16.0 )
59  << "\n integral from gauss8 = " << GaudiMath::Integral( myfun, GaudiMath::Integration::Infinity, 25.0 )
60  << "\n";
61 }
62 
63 // ============================================================================
64 // The END
65 // ============================================================================
Gaudi::Units::degree
constexpr double degree
Definition: SystemOfUnits.h:109
std::endl
T endl(T...args)
GaudiMath::Function
Genfun::AbsFunction Function
Definition: GaudiMath.h:24
main
int main()
Definition: Integral1Test.cpp:37
Integral.h
GaudiMath::Integral
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:26
SystemOfUnits.h
GaudiMath.h