// This code implementation is the intellectual property of // the GEANT4 collaboration. // // By copying, distributing or modifying the Program (or any work // based on the Program) you indicate your acceptance of this statement, // and all its terms. // // $Id: G4IMuEnergyLoss.icc,v 1.1.10.1 1999/12/07 20:50:40 gunter Exp $ // GEANT4 tag $Name: geant4-01-00 $ // // $Id: // --------------------------------------------------------------- // GEANT 4 class inlined methods file // // For information related to this code contact: // CERN, CN Division, ASD group // History: first implementation, based on object model of // 2nd December 1995, G.Cosmo // ------------ G4IMuEnergyLoss physics process ------------ // by Laszlo Urban, September 1997 // *************************************************************** // It is the implementation of the NEW UNIFIED ENERGY LOSS PROCESS. // It calculates the energy loss of muons. // *************************************************************** // correction for KineticEnergy< LowestKineticEnergy by L.Urban on 27/11/97 // corrections by L. Urban on 27/05/98 ( other corrs come soon!) // --------------------------------------------------------------- inline G4double G4IMuEnergyLoss::GetConstraints(const G4DynamicParticle *aParticle, G4Material *aMaterial) { // returns the Step limit // dToverTini is the max. allowed relative range loss in one Step // it calculates dEdx and the range as well.... G4double KineticEnergy,StepLimit; const G4double BigStep = DBL_MAX ; G4bool isOutRange ; G4int index,bin ; if(aParticle->GetDefinition()->GetPDGCharge()>0.) { theDEDXTable = theDEDXmuplusTable ; theRangeTable = theRangemuplusTable ; theRangeCoeffATable=themuplusRangeCoeffATable ; theRangeCoeffBTable=themuplusRangeCoeffBTable ; theRangeCoeffCTable=themuplusRangeCoeffCTable ; } else { theDEDXTable = theDEDXmuminusTable ; theRangeTable = theRangemuminusTable ; theRangeCoeffATable=themuminusRangeCoeffATable ; theRangeCoeffBTable=themuminusRangeCoeffBTable ; theRangeCoeffCTable=themuminusRangeCoeffCTable ; } // min.stepsize = p*CutInRange at energy , where range=p*CutInRange // random steplimit......................... const G4double p=1. , cc=p*CutInRange ; const G4double c1=dToverTini , c2=(1.-2.*dToverTini)*cc , c3=dToverTini*cc*cc ; const G4double rangelim=1.5*cc ; const G4double Thigh = 0.9*HighestKineticEnergy ; const G4double alfa = 0.05 , alfa1 = 1.-alfa , alfa2 = 2.*alfa ; KineticEnergy = aParticle->GetKineticEnergy(); bin = G4int(log(KineticEnergy/LowestKineticEnergy)/LOGRTable) ; EnergyBinNumber = bin ; index = aMaterial->GetIndex() ; if( KineticEnergy < LowestKineticEnergy ) { fdEdx = sqrt(KineticEnergy/LowestKineticEnergy)* (*theDEDXTable)(index)->GetValue(LowestKineticEnergy,isOutRange) ; fRangeNow = sqrt(KineticEnergy/LowestKineticEnergy)* (*theRangeTable)(index)->GetValue(LowestKineticEnergy,isOutRange) ; StepLimit = fRangeNow ; } else { if ( KineticEnergy > HighestKineticEnergy ) StepLimit = BigStep ; else { fdEdx = (*theDEDXTable)(index)-> GetValue(KineticEnergy,isOutRange) ; RangeCoeffA = (*(*theRangeCoeffATable)(index))(EnergyBinNumber) ; RangeCoeffB = (*(*theRangeCoeffBTable)(index))(EnergyBinNumber) ; RangeCoeffC = (*(*theRangeCoeffCTable)(index))(EnergyBinNumber) ; fRangeNow = (RangeCoeffA*KineticEnergy+RangeCoeffB) *KineticEnergy+RangeCoeffC ; // vacuum ? if(fRangeNow>=BigStep) StepLimit = BigStep ; else { // new method to compute the (random) Step limit .............. if(fRangeNow>cc) { StepLimit = c1*fRangeNow+c2+c3/fRangeNow ; // randomise this value StepLimit = cc + (StepLimit-cc)*G4UniformRand() ; if(StepLimit > fRangeNow) StepLimit = fRangeNow ; } else StepLimit = fRangeNow ; } } } return StepLimit ; } inline G4double G4IMuEnergyLoss::GetContinuousStepLimit( const G4Track& track, G4double, G4double currentMinimumStep, G4double&) { G4double Step = GetConstraints(track.GetDynamicParticle(),track.GetMaterial()) ; if((Step>0.0)&&(Step