source: trunk/source/processes/electromagnetic/lowenergy/src/G4CrossSectionElasticScreenedRutherford.cc @ 1315

Last change on this file since 1315 was 1315, checked in by garnier, 14 years ago

update geant4-09-04-beta-cand-01 interfaces-V09-03-09 vis-V09-03-08

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26//
27// $Id: G4CrossSectionElasticScreenedRutherford.cc,v 1.1 2007/10/12 23:11:41 pia Exp $
28// GEANT4 tag $Name: geant4-09-04-beta-cand-01 $
29//
30// Contact Author: Maria Grazia Pia (Maria.Grazia.Pia@cern.ch)
31//
32// Reference: TNS Geant4-DNA paper
33// Reference for implementation model: NIM. 155, pp. 145-156, 1978
34
35// History:
36// -----------
37// Date         Name              Modification
38// 28 Apr 2007  M.G. Pia          Created in compliance with design described in TNS paper
39//
40// -------------------------------------------------------------------
41
42// Class description:
43// Geant4-DNA Cross total cross section for electron elastic scattering in water
44// Reference: TNS Geant4-DNA paper
45// S. Chauvie et al., Geant4 physics processes for microdosimetry simulation:
46// design foundation and implementation of the first set of models,
47// IEEE Trans. Nucl. Sci., vol. 54, no. 6, Dec. 2007.
48// Further documentation available from http://www.ge.infn.it/geant4/dna
49
50// -------------------------------------------------------------------
51
52
53#include "G4CrossSectionElasticScreenedRutherford.hh"
54#include "G4Track.hh"
55#include "G4DynamicParticle.hh"
56#include "G4ParticleDefinition.hh"
57#include "G4Electron.hh"
58
59
60G4CrossSectionElasticScreenedRutherford::G4CrossSectionElasticScreenedRutherford()
61{
62
63  name = "CrossSectionElasticScreenedRutherford";
64  lowEnergyLimit = 7. * eV;
65  highEnergyLimit = 10 * MeV;
66
67//  if (verboseLevel > 0)
68//  {
69//    G4cout << name << " is created " << G4endl
70//     << "Energy range: "
71//     << lowEnergyLimit / keV << " keV - "
72//     << highEnergyLimit / GeV << " GeV"
73//     << G4endl;
74//  }
75}
76
77
78G4CrossSectionElasticScreenedRutherford::~G4CrossSectionElasticScreenedRutherford()
79{ }
80 
81
82G4double G4CrossSectionElasticScreenedRutherford::CrossSection(const G4Track& track)
83{
84  const G4DynamicParticle* particle = track.GetDynamicParticle();
85  G4double k = particle->GetKineticEnergy();
86
87  // Cross section = 0 outside the energy validity limits set in the constructor
88  // ---- MGP ---- Better handling of these limits to be set in a following design iteration
89
90  G4double screenedCrossSection = 0.;
91
92  if (k > lowEnergyLimit && k < highEnergyLimit)
93    {     
94      // G4Material* material = track.GetMaterial();
95
96      // Assume that the material is water; proper algorithm to calculate z correctly for any material to be inserted here
97      // For H20 Z = 10 (total number of electrons)
98      G4double z = 10.;
99     
100      G4double n = ScreeningFactor(k,z);
101      G4double crossSection = RutherfordCrossSection(k, z);
102      screenedCrossSection = pi *  crossSection / (n * (n + 1.));
103    }   
104
105  return screenedCrossSection;
106}
107 
108G4double G4CrossSectionElasticScreenedRutherford::RutherfordCrossSection(G4double k, G4double z)
109{
110  //   
111  //                               e^4         /      K + m_e c^2      \^2
112  // sigma_Ruth(K) = Z (Z+1) -------------------- | --------------------- |
113  //                          (4 pi epsilon_0)^2  \  K * (K + 2 m_e c^2)  /
114  //
115  // Where K is the electron non-relativistic kinetic energy
116  //
117  // NIM 155, pp. 145-156, 1978
118 
119  G4double length =(e_squared * (k + electron_mass_c2)) / (4 * pi *epsilon0 * k * ( k + 2 * electron_mass_c2));
120  G4double cross = z * ( z + 1) * length * length;
121 
122  return cross;
123}
124
125//G4bool G4CrossSectionElasticScreenedRutherford::IsApplicable(const G4ParticleDefinition& particle)
126//{
127//  return ( &particle == G4Electron::Electron() );
128//}
129
130
131G4double G4CrossSectionElasticScreenedRutherford::ScreeningFactor(G4double k, G4double z)
132{
133  //
134  //         alpha_1 + beta_1 ln(K/eV)   constK Z^(2/3)
135  // n(T) = -------------------------- -----------------
136  //              K/(m_e c^2)            2 + K/(m_e c^2)
137  //
138  // Where K is the electron non-relativistic kinetic energy
139  //
140  // n(T) > 0 for T < ~ 400 MeV
141  //
142  // NIM 155, pp. 145-156, 1978
143  // Formulae (2) and (5)
144
145  const G4double alpha_1(1.64);
146  const G4double beta_1(-0.0825);
147  const G4double constK(1.7E-5);
148
149  G4double numerator = (alpha_1 + beta_1 * std::log(k/eV)) * constK * std::pow(z, 2./3.);
150
151  k /= electron_mass_c2;
152
153  G4double denominator = k * (2 + k);
154
155  G4double value = 0.;
156  if (denominator > 0.) value = numerator / denominator;
157
158  return value;
159
160}
161
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