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geant4/source/geometry/magneticfield/src/G4DELPHIMagField.cc
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2016-06-30 14:12:05 +02:00

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//
// ********************************************************************
// * License and Disclaimer *
// * *
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// ********************************************************************
//
//
// $Id: G4DELPHIMagField.cc 96751 2016-05-04 09:39:38Z gcosmo $
// -------------------------------------------------------------------
#include "G4DELPHIMagField.hh"
#include "globals.hh"
#include "G4SystemOfUnits.hh"
G4DELPHIMagField::G4DELPHIMagField()
{
}
G4Field* G4DELPHIMagField::Clone() const
{
return new G4DELPHIMagField;
}
////////////////////////////////////////////////////////////////////////
G4DELPHIMagField::~G4DELPHIMagField()
{
}
///////////////////////////////////////////////////////////////////////
void G4DELPHIMagField::GetFieldValue( const G4double yTrack[7],
G4double B[3] ) const
{
G4int i, n = 8 ;
G4double a = 0.001 ; // mm -> m
G4double x = a*yTrack[0], y = a*yTrack[1], z = a*yTrack[2] ;
G4double x2 = x*x, y2 = y*y, z2 = z*z, r2 = x2 + y2 ;
G4double r4 = r2*r2, z4 = z2*z2, r6 = r4*r2, z6 = z4*z2 ;
G4double r8 = r4*r4, z8 = z4*z4, r10 = r8*r2, z10 = z8*z2 ;
G4double rz = z*std::sqrt(r2), r = std::sqrt(r2+a*a) ;
G4double Br ;
G4double P[8], Q[8] ;
static G4ThreadLocal G4double c[8] = {
-9.26e-5, -3.51e-5, 2.94e-6, -1.10e-6,
6.25e-8, -1.77e-8, -6.88e-10, -7.52e-11
} ;
P[0] = 2*rz ;
P[1] = 4*rz*(r2 - 4.0*z2/3.0) ;
P[2] = 6*rz*(r4 - 4*r2*z2 + 1.6*z4) ;
P[3] = 8*rz*(r6 - 8*r4*z2 + 9.6*r2*z4 - 64.0*z6/35.0) ;
P[4] = 10*rz*(r8 - 40.0*r6*z2/3.0 + 32*r4*z4
- 128.0*r2*z6/7.0 + 128.0*z8/63.0);
P[5] = 0 ;
P[6] = 0 ;
P[7] = 0 ;
Q[0] = r2 - 2*z2 ;
Q[1] = r4 - 8*r2*z2 + 8.0*z4/3.0 ;
Q[2] = r6 - 18*r4*z2 + 24*r2*z4 - 3.2*z6 ;
Q[3] = r8 - 32*r6*z2 + 96*r4*z4 - 51.2*r2*z6 +128.0*z8/35.0 ;
Q[4] = r10 - 50*r8*z2 + 800.0*r6*z4/3.0 - 320*r4*z6
+ 640.0*r2*z8/7.0 - 256.0*z10/63.0 ;
Q[5] = 0 ;
Q[6] = 0 ;
Q[7] = 0 ;
Br = 0 ;
B[2] = 1.2*tesla ; // the principal Bz value of DELPHI detector
for(i=0;i<n;i++)
{
Br += c[i]*P[i] ;
B[2] += c[i]*Q[i] ;
}
B[0] = Br*x/r ;
B[1] = Br*y/r ;
return ;
}
// -----------------------------------------------------------------