Geant4 Cross Reference

Cross-Referencing   Geant4
Geant4/processes/hadronic/models/pre_equilibrium/exciton_model/src/G4PreCompoundNucleon.cc

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 27 // -------------------------------------------------------------------
 28 //
 29 // GEANT4 Class file
 30 //
 31 //
 32 // File name:     G4PreCompoundNucleon
 33 //
 34 // Author:         V.Lara
 35 //
 36 // Modified:  
 37 // 10.02.2009 J. M. Quesada cleanup
 38 // 20.08.2010 V.Ivanchenko added G4Pow and G4PreCompoundParameters pointers
 39 //                         use int Z and A and cleanup
 40 //
 41 
 42 #include "G4PreCompoundNucleon.hh"
 43 #include "G4PhysicalConstants.hh"
 44 #include "G4NuclearLevelData.hh"
 45 #include "G4SystemOfUnits.hh"
 46 
 47 G4PreCompoundNucleon::G4PreCompoundNucleon(
 48     const G4ParticleDefinition* part, G4VCoulombBarrier* aCoulombBarrier)
 49   : G4PreCompoundFragment(part,aCoulombBarrier)
 50 {}
 51 
 52 G4double G4PreCompoundNucleon::
 53 ProbabilityDistributionFunction(G4double eKin, 
 54         const G4Fragment& aFragment)
 55 {
 56   G4double U = aFragment.GetExcitationEnergy();
 57   G4int P = aFragment.GetNumberOfParticles();
 58   G4int H = aFragment.GetNumberOfHoles();
 59   G4int N = P + H;
 60 
 61   static const G4double sixoverpi2 = 6.0/CLHEP::pi2;
 62   G4double g0 = sixoverpi2*fNucData->GetLevelDensity(theFragZ, theFragA, U);
 63   G4double g1 = sixoverpi2*fNucData->GetLevelDensity(theResZ, theResA, 0.0);
 64   
 65   G4double A0 = (P*P+H*H+P-3*H)/(4.0*g0);
 66   G4double A1 = (A0 - 0.5*P)/g1;  
 67 
 68   G4double E0 = U - A0;
 69   if (E0 <= 0.0) { return 0.0; }
 70 
 71   G4double E1 = U - eKin -  theBindingEnergy - A1;
 72   if (E1 <= 0.0) { return 0.0; }
 73 
 74   G4double rj = GetRj(P, aFragment.GetNumberOfCharged());
 75   G4double xs = CrossSection(eKin);
 76 
 77   if (rj < 0.0 || xs < 0.0) { return 0.0; }
 78 
 79   static const G4double fact = 2*CLHEP::millibarn
 80     /(CLHEP::pi2*CLHEP::hbarc*CLHEP::hbarc*CLHEP::hbarc);
 81   G4double Probability = fact * theReducedMass * rj * xs * eKin * P * (N-1) 
 82     * g4calc->powN(g1*E1/(g0*E0),N-2) * g1 / (E0*g0*g0);
 83 
 84   //G4cout << "N=" << N << " g0=" << g0 << " g1=" << g1 << " E0=" << E0
 85   //       << " E1=" << E1 << " prob=" << Probability << G4endl;
 86   
 87   return Probability;
 88 }
 89 
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