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/* |
/* |
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* TrkDedxHeCut.cpp |
* TrkDedxHeCut.cpp |
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* |
* |
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* Created on: 19-may-2009 |
* Created on: 28/gen/2010 |
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* Author: N. Nikonov |
* Author: Nicola Mori |
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*/ |
*/ |
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/*! @file TrkDedxHeCut.cpp The TrkDedxHeCut class implementation file. */ |
/*! @file TrkDedxHeCut.cpp The TrkDedxHeCut class implementation file. */ |
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int TrkDedxHeCut::Check(PamLevel2 *event) { |
int TrkDedxHeCut::Check(PamLevel2 *event) { |
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TrkTrack* trk2 = event->GetTrack(0)->GetTrkTrack(); |
// TrkTrack *track = event->GetTrack(0)->GetTrkTrack(); |
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Double_t rig = trk2->GetRigidity(); |
if(event->GetNTracks(_trkAlg)==0)return 0; |
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Double_t dedxtr = trk2->GetDEDX(); |
ExtTrack *track = event->GetTrack(0,_trkAlg)->GetExtTrack(); |
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#ifdef DEBUGPAMCUT |
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h_dedx_rig_before->Fill(rig, dedxtr); |
float R = track->GetRigidity(); |
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#endif |
//float dEdx = track->GetDEDX(); |
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if ( !CutHeDEDXrig(rig,dedxtr,1.15,_cuthededxrig) || |
// New smart dE/dx computation |
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CutHeDEDXrig(rig,dedxtr,0.5,_cuthededxrig)) return 0; |
// This procedure removes high releases and computes dE/dx |
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float totReleaseX = 0., maxReleaseX = 0.; |
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#ifdef DEBUGPAMCUT |
float totReleaseY = 0., maxReleaseY = 0.; |
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h_dedx_rig_after->Fill(rig, dedxtr); |
int nX = 0, nY = 0; |
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#endif |
float dEdxView = 0; |
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for (int ip = 0; ip < 6; ip++) { |
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return CUTOK; |
// X view |
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} |
dEdxView = track->GetDEDX(ip, 0); |
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if (dEdxView > 0 && track->XGood(ip)) { |
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totReleaseX += dEdxView; |
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TF1* TrkDedxHeCut::BBbetagamma(Float_t m_GeV, Float_t z, Int_t Z, Float_t A, Float_t I_eV, Double_t xmin, Double_t xmax, Float_t C_positive, Float_t a, Float_t m, Float_t x0, Float_t x1, Float_t scale) |
nX++; |
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{ |
if (dEdxView > maxReleaseX) |
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TF1* f; |
maxReleaseX = dEdxView; |
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if(C_positive != 0.) { |
} |
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// do density correction |
// Y view |
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// x<x_0 ( delta = 0) |
dEdxView = track->GetDEDX(ip, 1); |
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// I don't need a function in this range |
if (dEdxView > 0 && track->YGood(ip)) { |
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// x0<x<x1 |
totReleaseY += dEdxView; |
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// I build the function as a string. |
nY++; |
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TString delta2 = "(4.6052*log([1]*x/[0])/log(10)-[5]+[6]*pow(([9]-log([1]*x/[0])/log(10)),[7])) * (([8] <= log([1]*x/[0])) && ( log([1]*x/[0])/log(10) < [9] ) )"; |
if (dEdxView > maxReleaseY) |
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// x>x1 |
maxReleaseY = dEdxView; |
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TString delta3 = "(4.6052*log([1]*x/[0])/log(10)-[5]) * (log([1]*x/[0])/log(10) >= [9])"; |
} |
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TString fstring = "[10]*(.3071 * ([2]/[3]) * [1]^2 / ([0]^2/([1]*x)^2+1)^-1 * ( 1./2 * log( (2 * 511e3 * ([1]*x/[0])^2 )^2 ) - log([4]) - ([0]^2/([1]*x)^2+1)^-1 - ("; |
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fstring += delta2.Data(); |
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fstring += "+"; |
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fstring += delta3.Data(); |
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fstring += ")/2))"; |
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f = new TF1("bethebloch", fstring.Data()); |
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} |
} |
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else |
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f = new TF1("bethebloch", ".3071 * ([2]/[3]) * [1]^2 / ([0]^2/([1]*x)^2+1)^-1 * ( 1./2 * log( (2 * 511e3 * ([1]*x/[0])^2 )^2 ) - log([4]) - ([0]^2/([1]*x)^2+1)^-1)"); |
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f->SetParameters(m_GeV, z, Z, A, I_eV, C_positive, a, m, x0, x1,scale); |
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return f; |
// Discard highest release, eventually |
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} |
if (maxReleaseX > -9. + 4. * totReleaseX / (float) nX) { |
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totReleaseX -= maxReleaseX; |
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nX--; |
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} |
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if (maxReleaseY > -8. + 4. * totReleaseY / (float) nY) { |
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totReleaseY -= maxReleaseY; |
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nY--; |
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} |
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// Compute dE/dx |
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//float dEdx = (totReleaseX + totReleaseY) / (float) (nX + nY); |
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float dEdxX = totReleaseX / nX; |
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float dEdxY = totReleaseY / nY; |
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// Analyze the event |
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// X |
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float denLow = pow(R, 1.8); // The power of the denominator is the same for X and Y (with current calibration) |
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float denHigh = pow(R, 1.5); |
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if (dEdxX < 3.7 + 4.6 / denLow) |
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return 0; |
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if (dEdxX > 8.9 + 17. / denHigh) |
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return 0; |
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// Y |
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if (dEdxY < 3.3 + 4.9 / denLow) |
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return 0; |
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if (dEdxY > 8.0 + 17. / denHigh) |
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return 0; |
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//X+Y |
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/*if (dEdx < 3.7 + 4.8 / (R * R)) |
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return 0; |
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if (dEdx > 8.9 + 17. / (R * R)) |
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return 0;*/ |
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Bool_t TrkDedxHeCut::CutHeDEDXrig(Float_t rig, Float_t dedx, |
return CUTOK; |
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Float_t factor, TF1* _cuthededxrig){ |
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if(factor != 1.) dedx = dedx*factor; |
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if(rig < 0.2) return kFALSE; |
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if(dedx > 0.55*_cuthededxrig->Eval(rig)) return kTRUE; |
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else return kFALSE; |
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} |
} |