G4FermiPhaseSpaceDecay.hh

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// $Id: G4ExcitationHandler.hh,v 1.13 2010-11-17 16:20:31 vnivanch Exp $
// GEANT4 tag $Name: not supported by cvs2svn $
//
// Hadronic Process: Phase space decay for the Fermi BreakUp model
// by V. Lara
//
// Modifications:
// 01.04.2011 General cleanup by V.Ivanchenko: 
//          - IsotropicVector is inlined
//          - Momentum computation return zero or positive value
//          - DumpProblem method is added providing more information
//          - Reduced usage of exotic std functions  
//
 
#ifndef G4FermiPhaseSpaceDecay_hh
#define G4FermiPhaseSpaceDecay_hh 1
 
#include <vector>
#include <CLHEP/Units/PhysicalConstants.h>
 
#include "G4LorentzVector.hh"
#include "G4ThreeVector.hh"
#include "Randomize.hh"
#include "G4Pow.hh"
 
class G4FermiPhaseSpaceDecay
{
public:
 
  G4FermiPhaseSpaceDecay();
  ~G4FermiPhaseSpaceDecay();
  
  inline std::vector<G4LorentzVector*> * 
  Decay(const G4double,  const std::vector<G4double>&) const;
 
private:
 
  inline G4double PtwoBody(G4double E, G4double P1, G4double P2) const;
  
  inline G4ThreeVector IsotropicVector(const G4double Magnitude = 1.0) const;
 
  inline G4double BetaKopylov(G4int) const; 
 
  std::vector<G4LorentzVector*> * 
  TwoBodyDecay(G4double, const std::vector<G4double>&) const;
 
  std::vector<G4LorentzVector*> * 
  NBodyDecay(G4double, const std::vector<G4double>&) const;
 
  std::vector<G4LorentzVector*> * 
  KopylovNBodyDecay(G4double, const std::vector<G4double>&) const;
 
  void DumpProblem(G4double E, G4double P1, G4double P2, G4double P) const;
 
  G4FermiPhaseSpaceDecay(const G4FermiPhaseSpaceDecay&);
  const G4FermiPhaseSpaceDecay & operator=(const G4FermiPhaseSpaceDecay &); 
  G4bool operator==(const G4FermiPhaseSpaceDecay&);
  G4bool operator!=(const G4FermiPhaseSpaceDecay&);
 
  G4Pow* g4pow;
};
 
inline G4double 
G4FermiPhaseSpaceDecay::PtwoBody(G4double E, G4double P1, G4double P2) const
{
  G4double res = 0.0;
  G4double P = (E+P1+P2)*(E+P1-P2)*(E-P1+P2)*(E-P1-P2)/(4.0*E*E);
  if (P>0.0) { res = std::sqrt(P); }
  else { DumpProblem(E,P1,P2,P); }
  return res;
}
 
inline std::vector<G4LorentzVector*> * G4FermiPhaseSpaceDecay::
Decay(G4double parent_mass, const std::vector<G4double>& fragment_masses) const
{
  return KopylovNBodyDecay(parent_mass,fragment_masses);
}
 
inline G4double G4FermiPhaseSpaceDecay::BetaKopylov(G4int K) const
{
  G4int N = 3*K - 5;
  G4double xN = G4double(N);
  G4double F;
  //G4double Fmax=std::pow((3.*K-5.)/(3.*K-4.),(3.*K-5.)/2.)*std::sqrt(1-((3.*K-5.)/(3.*K-4.))); 
  // VI variant
  G4double Fmax = std::sqrt(g4pow->powN(xN/(xN + 1),N)/(xN + 1)); 
  G4double chi;
  do {
    chi = G4UniformRand();
    F = std::sqrt(g4pow->powN(chi,N)*(1-chi));      
  } while ( Fmax*G4UniformRand() > F);  
  return chi;
}
 
inline G4ThreeVector 
G4FermiPhaseSpaceDecay::IsotropicVector(G4double Magnitude) const
  // Samples a isotropic random vectorwith a magnitud given by Magnitude.
  // By default Magnitude = 1.0
{
  G4double CosTheta = 2.0*G4UniformRand() - 1.0;
  G4double SinTheta = std::sqrt((1. - CosTheta)*(1. + CosTheta));
  G4double Phi = CLHEP::twopi*G4UniformRand();
  G4ThreeVector Vector(Magnitude*std::cos(Phi)*SinTheta,
               Magnitude*std::sin(Phi)*SinTheta,
               Magnitude*CosTheta);
  return Vector;
}
 
#endif