Functions | |
| double | ElecAppear (double *, double *) |
| double | TauAppear (double *, double *) |
| double | MuSurvive (double *, double *) |
| double | SterileMuSurvive (double baseline, double energy, double sinSqr2Theta23, double deltaMSqr23) |
| double | SterileElecAppear (double baseline, double energy, double sinSqr2Theta23, double deltaMSqr23, double fe) |
| double | SterileTauAppear (double baseline, double energy, double sinSqr2Theta23, double deltaMSqr23, double sterile, double fe) |
| double | SterileAppear (double baseline, double energy, double sinSqr2Theta23, double deltaMSqr23, double sterile, double fe) |
| double | MuSurvive4N (double baseline, double energy, double sinSqr2Theta23, double deltaMSqr23, double pMu) |
| double | EAppear4N (double baseline, double energy, double deltaMSqr23, double pE) |
| double | SAppear4N (double baseline, double energy, double deltaMSqr23, double phi43, double pS, double pMu) |
| double | TauAppear4N (double baseline, double energy, double deltaMSqr23, double sinSqr2Theta23, double phi43, double pS, double pMu, double pE) |
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Definition at line 210 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindParkeModelProbability(), and TauAppear4N(). 00214 {
00215
00216 double sinSqrDeltaM = TMath::Power(TMath::Sin(NCType::k127*deltaMSqr23*baseline/energy),2.);
00217 return pE*sinSqrDeltaM;
00218 }
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Definition at line 10 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::Find3FlavorProbability(), MuSurvive(), and NCReaderHelper::OscillateMatter(). 00011 {
00012
00013 //x[0] = E
00014 //Params:
00015 //par[0] = L
00016 //par[1] = th23
00017 //par[2] = th12
00018 //par[3] = th13
00019 //par[4] = dm23^2
00020 //par[5] = dm12^2
00021 //par[6] = density
00022 //par[7] = d_cp
00023 //par[8] = +1(normal hierarchy)/-1(inverted hierarchy);
00024
00025 double E = x[0]; //energy
00026 double L = par[0]; //baseline
00027 double plusminus = int(par[8]);
00028
00029 //standard rock:
00030 double density = par[6]; //g/cm^{3}
00031 double z_a = 0.5; //average Z/A
00032
00033 double A_av = 6.02214199e23; //avogadro's number
00034 double invCmToeV = 1.97e-5; //convert 1/cm to eV
00035 double invCmToGeV = 1.97e-14; //convert 1/cm to GeV
00036 double invKmToeV = 1.97e-10; //convert 1/km to eV
00037
00038 double Gf = 1.166391e-5; //fermi constant (GeV^{-2})
00039 double ne = z_a*A_av*density; //electron density #/cm^{3}
00040 double ne_natunits = ne*invCmToeV*invCmToGeV*invCmToGeV;
00041 //electron density with units Gev^{2} eV
00042 //Gev^{2} to cancel with GeV^{-2} in Gf
00043
00044 double th23 = par[1];
00045 double th12 = par[2];
00046 double th13 = par[3];
00047
00048 double sinsq_2th23 = TMath::Power(TMath::Sin(2.*th23),2);
00049 double sinsq_2th12 = TMath::Power(TMath::Sin(2.*th12),2);
00050 double sinsq_2th13 = TMath::Power(TMath::Sin(2.*th13),2);
00051
00052 double cos_th23 = TMath::Cos(th23);
00053 double sin_th23 = TMath::Sin(th23);
00054 double cos_th13 = TMath::Cos(th13);
00055
00056 double d_cp = par[7];
00057
00058 double dmsq_23 = par[4];
00059 double dmsq_12 = par[5];
00060 double dmsq_13 = dmsq_23+dmsq_12; //eV^{2}
00061
00062 //double Delta23 = dmsq_23/(2.*E*1e9); //eV
00063 double Delta12 = dmsq_12/(2.*E*1e9);
00064 double Delta13 = dmsq_13/(2.*E*1e9);
00065
00066 double A = sqrt(2.)*Gf*ne_natunits; //eV
00067 double B = TMath::Abs(A - plusminus*Delta13); //eV
00068 double J = cos_th13*sqrt(sinsq_2th12)*sqrt(sinsq_2th13)*sqrt(sinsq_2th23);
00069
00070 double p1 = sin_th23*sin_th23*sinsq_2th13*TMath::Power(Delta13/B,2)
00071 *TMath::Power(TMath::Sin(B*L/(invKmToeV*2.)),2);
00072
00073 double p2 = 0;
00074 double p3 = 0;
00075 if(density!=0){
00076 p2 = cos_th23*cos_th23*sinsq_2th12*TMath::Power(Delta12/A,2)
00077 *TMath::Power(TMath::Sin(A*L/(invKmToeV*2.)),2);
00078
00079 p3 = J*Delta12*Delta13*TMath::Sin(A*L/(invKmToeV*2.))
00080 *TMath::Sin(B*L/(invKmToeV*2.))
00081 *TMath::Cos(plusminus*d_cp + Delta13*L/(invKmToeV*2.))/(A*B);
00082 }
00083
00084 if(p1+p2+p3>1) return 1;
00085 return p1+p2+p3;
00086
00087 }
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Definition at line 130 of file NCOscProb.cxx. References ElecAppear(), and TauAppear(). Referenced by NCAnalysisUtils::Find3FlavorProbability(), and NCReaderHelper::OscillateMatter(). 00131 {
00132 return 1. - TauAppear(x,par) - ElecAppear(x,par);
00133 }
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Definition at line 195 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindParkeModelProbability(), and TauAppear4N(). 00200 {
00201 double sinSqrDeltaM = TMath::Power(TMath::Sin(NCType::k127*deltaMSqr23*baseline/energy),2.);
00202 double survive = 1.;
00203 //survive -= sinSqr2Theta23*sinSqrDeltaM;
00204 survive -= 4.*sinSqr2Theta23*(1-sinSqr2Theta23)*sinSqrDeltaM;
00205 survive += pMu*(sinSqr2Theta23*sinSqrDeltaM - 0.5);
00206
00207 return survive;
00208 }
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Definition at line 220 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindParkeModelProbability(), and TauAppear4N(). 00226 {
00227 double sinSqrDeltaM = TMath::Power(TMath::Sin(NCType::k127*deltaMSqr23*baseline/energy),2.);
00228 double sin2DeltaM = TMath::Sin(2.*NCType::k127*deltaMSqr23*baseline/energy);
00229
00230 double osc = pS*sinSqrDeltaM;
00231 osc += TMath::Sqrt(pS*pMu)*(sinSqrDeltaM*TMath::Cos(phi43) - 0.5*sin2DeltaM*TMath::Sin(phi43));
00232 osc += 0.5*pMu;
00233
00234 return osc;
00235 }
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Definition at line 180 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindExtendedModelIProbability(). 00186 {
00187 double appear = sterile*(1.-fe)*sinSqr2Theta23;
00188 appear *= TMath::Power(TMath::Sin(NCType::k127*baseline*deltaMSqr23/energy),2.);
00189
00190 //MSG("NCOscProb", Msg::kInfo) << "s appear : " << appear << endl;
00191
00192 return appear;
00193 }
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Definition at line 151 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindExtendedModelIProbability(). 00156 {
00157 double appear = fe*sinSqr2Theta23;
00158 appear *= TMath::Power(TMath::Sin(NCType::k127*baseline*deltaMSqr23/energy),2.);
00159
00160 //MSG("NCOscProb", Msg::kInfo) << "e appear : " << appear << endl;
00161
00162 return appear;
00163 }
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Definition at line 135 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindExtendedModelIProbability(). 00139 {
00140 double disappear = sinSqr2Theta23;
00141 disappear *= TMath::Power(TMath::Sin(NCType::k127*baseline*deltaMSqr23/energy),2.);
00142
00143 // MSG("NCOscProb", Msg::kInfo) << "mu survive : " << 1.-disappear
00144 // << " " << energy << " " << sinSqr2Theta23
00145 // << " " << deltaMSqr23 << " "
00146 // << baseline << endl;
00147
00148 return 1. - disappear;
00149 }
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Definition at line 165 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::FindExtendedModelIProbability(). 00171 {
00172 double appear = (1.-sterile)*(1.-fe)*sinSqr2Theta23;
00173 appear *= TMath::Power(TMath::Sin(NCType::k127*baseline*deltaMSqr23/energy),2.);
00174
00175 //MSG("NCOscProb", Msg::kInfo) << "tau appear : " << appear << endl;
00176
00177 return appear;
00178 }
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Definition at line 89 of file NCOscProb.cxx. Referenced by NCAnalysisUtils::Find3FlavorProbability(), MuSurvive(), and NCReaderHelper::OscillateMatter(). 00090 {
00091
00092 //x[0] = E
00093 //Params:
00094 //par[0] = L
00095 //par[1] = th23
00096 //par[2] = th12
00097 //par[3] = th13
00098 //par[4] = dm23^2
00099 //par[5] = dm12^2
00100 //par[6] = density
00101 //par[7] = d_cp
00102 //par[8] = +/-;
00103
00104 double E = x[0]; //energy
00105 double L = par[0]; //baseline
00106
00107 double invKmToeV = 1.97e-10; //convert 1/km to eV
00108
00109 //electron density with units Gev^{2} eV
00110 //Gev^{2} to cancel with GeV^{-2} in Gf
00111
00112 double th23 = par[1];
00113 double th13 = par[3];
00114
00115 double sinsq_2th23 = TMath::Power(TMath::Sin(2.*th23),2);
00116 double cos_th13 = TMath::Cos(th13);
00117
00118 double dmsq_23 = par[4];
00119
00120 double Delta23 = dmsq_23/(2.*E*1e9); //eV
00121
00122 double p1 = sinsq_2th23*TMath::Power(cos_th13,4)
00123 *TMath::Power(TMath::Sin(Delta23*L/(invKmToeV*2.)),2); //numu->nutau
00124
00125 return p1;
00126
00127 }
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Definition at line 237 of file NCOscProb.cxx. References EAppear4N(), MuSurvive4N(), and SAppear4N(). Referenced by NCAnalysisUtils::FindParkeModelProbability(). 00245 {
00246
00247 // double sinSqrDeltaM = TMath::Power(TMath::Sin(NCType::k127*deltaMSqr23*baseline/energy),2.);
00248 // double sin2DeltaM = TMath::Sin(2.*NCType::k127*deltaMSqr23*baseline/energy);
00249 // double osc = sinSqr2Theta23*sinSqrDeltaM;
00250 // osc -= (pE + pS + TMath::Sqrt(pS*pMu)*TMath::Cos(phi43))*sinSqrDeltaM;
00251 // osc += TMath::Sqrt(pS*pMu)*0.5*sin2DeltaM*TMath::Sin(phi43);
00252
00253 double osc = 1. - MuSurvive4N(baseline, energy, sinSqr2Theta23, deltaMSqr23, pMu);
00254 osc -= EAppear4N(baseline, energy, deltaMSqr23, pE);
00255 osc -= SAppear4N(baseline, energy, deltaMSqr23, phi43, pS, pMu);
00256
00257 return osc;
00258 }
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1.3.9.1