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java.lang.ObjecticeCube.uhe.interactions.GlashowResonanceLeptonic
iceCube.uhe.interactions.GlashowResonanceHadronic
public class GlashowResonanceHadronic
The Glashow Resonance reaction with W into the hadronic decay
\bar{nu_e} + e^{-1} -> hadronsThe super class GlashowResonanceLeptonic class is used in most of the calculation The inelasiticity parameter y is fixed to be always 0 because all the final states are hadrons that generates cascades at once.
Field Summary | |
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protected double |
ratioOfDecayWidth
Ration Gamma_hadron/Gamma_muon = Gamma_hadron/Gamma_tau |
Fields inherited from class iceCube.uhe.interactions.GlashowResonanceLeptonic |
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chargePerNucleon, G_F, gammaW, hbar_c, isPerNucleon, massE, massW |
Constructor Summary | |
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GlashowResonanceHadronic(ParticlePoint s)
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Method Summary | |
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double |
getDSigmaDy(double y)
return dSigma/dy [cm^2] where y = 1 - - E_{l^{-1}}/E_{\bar{\nu_e}} |
double |
getDSigmaDz(double z)
Differential cross section dsigma/dz [cm^2] z = Erecoiling/Eincoming -- inelasticity parameter |
double |
getEnergyCut()
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double |
getFunction(int functionIndex,
double[] parameters,
double x)
Method for interface |
double |
getIncidentParticleEnergy()
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double |
getSigma()
return total cross section [cm^2] |
double |
getYDSigmaDy(double lowerY,
double upperY)
Integral y*dSigma/dy over a given range to obtain the inelasticity distribution. |
double |
getZDSigmaDZ(double lowerZ,
double upperZ)
Integral z*dSigma/dz over a given range to obtain the inelasticity distribution. |
double |
integralDSigmaDy(double lowerY,
double upperY)
Integral dSigma/dy over a given range to obtain a partial cross section |
double |
integralDSigmaDz(double lowerZ,
double upperZ)
Integral dSigma/dz over a given range to obtain a partial cross section |
java.lang.String |
interactionName()
Show Name of the Interaction |
void |
setEnergyCut(double cutEnergy)
Energy Cut Parameter in integration to obtain the total cross section. |
void |
setIncidentParticleEnergy(double energy)
Set The incident particle energy [GeV]. |
void |
setIncidentParticleEnergy(int iLogE)
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void |
showIntegralErrorMessage(double lowerY,
double upperY)
Error message utility |
Methods inherited from class iceCube.uhe.interactions.GlashowResonanceLeptonic |
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areaFactorByWeakCoupling, calculateCrossSectionAsPerElectron, calculateCrossSectionAsPerNucleon, getYmax, getYmin, isValidInelasticity, isValidParticle, wResonance |
Methods inherited from class java.lang.Object |
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clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait |
Methods inherited from interface numRecipes.Function |
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getFunction |
Field Detail |
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protected final double ratioOfDecayWidth
Constructor Detail |
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public GlashowResonanceHadronic(ParticlePoint s)
Method Detail |
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public double getDSigmaDy(double y)
getDSigmaDy
in class GlashowResonanceLeptonic
public double getSigma()
getSigma
in class GlashowResonanceLeptonic
public java.lang.String interactionName()
interactionName
in class GlashowResonanceLeptonic
public void setIncidentParticleEnergy(double energy)
Set The incident particle energy [GeV]. The default value has been given by the constructor Interactions( ) with p.getEnergy( ) where p is the Particle class. You might want to set, however, a different value such as logE = logEnergyMinimum + deltaLogE*ilogE where ilogE is i'th index of the logEnergyMatrix in the Particle class p. This method provides you with a way to put the incident particle energy.
public void setIncidentParticleEnergy(int iLogE)
public double getIncidentParticleEnergy()
public double getDSigmaDz(double z)
Differential cross section dsigma/dz [cm^2] z = Erecoiling/Eincoming -- inelasticity parameter
public void setEnergyCut(double cutEnergy)
public double getEnergyCut()
public double integralDSigmaDy(double lowerY, double upperY)
public double integralDSigmaDz(double lowerZ, double upperZ)
public double getYDSigmaDy(double lowerY, double upperY)
public double getZDSigmaDZ(double lowerZ, double upperZ)
public double getFunction(int functionIndex, double[] parameters, double x)
Method for interface. Interface the differntial cross sections given here to the utility methods such as the Romberg Integration code that is desinged for a genereal function in form of Func(x). functionIndex 1 dsigma/dy functionIndex 2 dsigma/dz z = y-1 functionIndex 3 y x dsigma/dy functionIndex 4 z x dsigma/dz
getFunction
in interface Function
public void showIntegralErrorMessage(double lowerY, double upperY)
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