if(fMakeSeveralIC)
{
const Int_t buffersize = 255;
- char name[buffersize];
- char title[buffersize];
- for(Int_t icone = 0; icone<fNCones; icone++)
+ char name[buffersize];
+ char title[buffersize];
+ for(Int_t icone = 0; icone<fNCones; icone++)
{
- if(IsDataMC())
+ if(IsDataMC())
{
- snprintf(name, buffersize,"hPtSumPrompt_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate Prompt cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedPrompt[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedPrompt[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedPrompt[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedPrompt[icone]) ;
-
- snprintf(name, buffersize,"hPtSumFragmentation_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate Fragmentation cone sum p_{T} for R = %2.2fvs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedFragmentation[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedFragmentation[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedFragmentation[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedFragmentation[icone]) ;
-
- snprintf(name, buffersize,"hPtSumPi0Decay_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate Pi0Decay cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedPi0Decay[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedPi0Decay[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedPi0Decay[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedPi0Decay[icone]) ;
-
- snprintf(name, buffersize,"hPtSumEtaDecay_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate EtaDecay cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedEtaDecay[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedEtaDecay[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedEtaDecay[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedEtaDecay[icone]) ;
-
- snprintf(name, buffersize,"hPtSumOtherDecay_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate OtherDecay cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedOtherDecay[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedOtherDecay[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedOtherDecay[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedOtherDecay[icone]) ;
-
- snprintf(name, buffersize,"hPtSumConversion_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate Conversion cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedConversion[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedConversion[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedConversion[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedConversion[icone]) ;
-
- snprintf(name, buffersize,"hPtSumUnknown_Cone_%d",icone);
- snprintf(title, buffersize,"Candidate Unknown cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
- fhPtSumIsolatedUnknown[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
- fhPtSumIsolatedUnknown[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolatedUnknown[icone]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolatedUnknown[icone]) ;
-
- }//Histos with MC
-
- for(Int_t ipt = 0; ipt<fNPtThresFrac;ipt++)
- {
-
- snprintf(name, buffersize,"hPtThres_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate p_{T} distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
- fhPtThresIsolated[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolated[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolated[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFrac_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate p_{T} distribution for R = %2.2f and p_{T}^{fr} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
- fhPtFracIsolated[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolated[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolated[icone][ipt]) ;
-
-
- snprintf(name, buffersize,"hPtSum_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate p_{T} distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
- fhPtSumIsolated[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- // fhPtSumIsolated[icone][ipt]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumIsolated[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumIsolated[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtSumDensity_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate p_{T} distribution for density in R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
- fhPtSumDensityIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);//,nptsumbins,ptsummin,ptsummax);
- //fhPtSumIsolated[icone][ipt]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumDensityIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumDensityIso[icone][ipt]) ;
-
- // pt decays isolated
- snprintf(name, buffersize,"hPtThres_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
- fhPtPtThresDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtPtThresDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtPtThresDecayIso[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFrac_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for R = %2.2f and p_{T}^{fr} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
- fhPtPtFracDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtPtFracDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtPtFracDecayIso[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtSum_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
- fhPtPtSumDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);//,nptsumbins,ptsummin,ptsummax);
- // fhPtPtSumDecayIso[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtPtSumDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtPtSumDecayIso[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtSumDensity_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for density in R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
- fhPtSumDensityDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);//,nptsumbins,ptsummin,ptsummax);
- // fhPtPtSumDecayIso[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
- fhPtSumDensityDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtSumDensityDecayIso[icone][ipt]) ;
-
-
- // eta:phi
- snprintf(name, buffersize,"hEtaPhiPtThres_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate #eta:#phi distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
- fhEtaPhiPtThresIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
- fhEtaPhiPtThresIso[icone][ipt]->SetXTitle("#eta");
- fhEtaPhiPtThresIso[icone][ipt]->SetYTitle("#phi");
- outputContainer->Add(fhEtaPhiPtThresIso[icone][ipt]) ;
-
- snprintf(name, buffersize,"hEtaPhiPtFrac_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate #eta:#phi distribution for R = %2.2f and p_{T}^{fr} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
- fhEtaPhiPtFracIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
- fhEtaPhiPtFracIso[icone][ipt]->SetXTitle("#eta");
- fhEtaPhiPtFracIso[icone][ipt]->SetYTitle("#phi");
- outputContainer->Add(fhEtaPhiPtFracIso[icone][ipt]) ;
-
- snprintf(name, buffersize,"hEtaPhiPtSum_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate #eta:#phi distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
- fhEtaPhiPtSumIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
- fhEtaPhiPtSumIso[icone][ipt]->SetXTitle("#eta");
- fhEtaPhiPtSumIso[icone][ipt]->SetYTitle("#phi");
- outputContainer->Add(fhEtaPhiPtSumIso[icone][ipt]) ;
-
- // eta:phi decays
- snprintf(name, buffersize,"hEtaPhiPtThres_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate #eta:#phi distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
- fhEtaPhiPtThresDecayIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
- fhEtaPhiPtThresDecayIso[icone][ipt]->SetXTitle("#eta");
- fhEtaPhiPtThresDecayIso[icone][ipt]->SetYTitle("#phi");
- outputContainer->Add(fhEtaPhiPtThresDecayIso[icone][ipt]) ;
-
- snprintf(name, buffersize,"hEtaPhiPtFrac_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate #eta:#phi distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
- fhEtaPhiPtFracDecayIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
- fhEtaPhiPtFracDecayIso[icone][ipt]->SetXTitle("#eta");
- fhEtaPhiPtFracDecayIso[icone][ipt]->SetYTitle("#phi");
- outputContainer->Add(fhEtaPhiPtFracDecayIso[icone][ipt]) ;
-
-
- snprintf(name, buffersize,"hEtaPhiPtSum_Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated decay candidate #eta:#phi distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
- fhEtaPhiPtSumDecayIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
- fhEtaPhiPtSumDecayIso[icone][ipt]->SetXTitle("#eta");
- fhEtaPhiPtSumDecayIso[icone][ipt]->SetYTitle("#phi");
- outputContainer->Add(fhEtaPhiPtSumDecayIso[icone][ipt]) ;
-
-
- if(IsDataMC())
- {
- snprintf(name, buffersize,"hPtThresMCPrompt_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Prompt p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedPrompt[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedPrompt[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedPrompt[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCPrompt_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Prompt p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedPrompt[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedPrompt[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedPrompt[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtThresMCFragmentation_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Fragmentation p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedFragmentation[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedFragmentation[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedFragmentation[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCFragmentation_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Fragmentation p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedFragmentation[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedFragmentation[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedFragmentation[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtThresMCPi0Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Pi0Decay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedPi0Decay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedPi0Decay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedPi0Decay[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCPi0Decay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Pi0Decay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedPi0Decay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedPi0Decay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedPi0Decay[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtThresMCEtaDecay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate EtaDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedEtaDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedEtaDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedEtaDecay[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCEtaDecay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate EtaDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedEtaDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedEtaDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedEtaDecay[icone][ipt]) ;
-
-
- snprintf(name, buffersize,"hPtThresMCOtherDecay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate OtherDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedOtherDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedOtherDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedOtherDecay[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCOtherDecay_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate OtherDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedOtherDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedOtherDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedOtherDecay[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtThresMCConversion_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Conversion p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedConversion[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedConversion[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedConversion[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCConversion_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Conversion p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedConversion[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedConversion[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedConversion[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtThresMCUnknown_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Unknown p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtThresIsolatedUnknown[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtThresIsolatedUnknown[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtThresIsolatedUnknown[icone][ipt]) ;
-
- snprintf(name, buffersize,"hPtFracMCUnknown_Cone_%d_Pt%d",icone,ipt);
- snprintf(title, buffersize,"Isolated candidate Unknown p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
- fhPtFracIsolatedUnknown[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
- fhPtFracIsolatedUnknown[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
- outputContainer->Add(fhPtFracIsolatedUnknown[icone][ipt]) ;
-
- }//Histos with MC
-
- }//icone loop
- }//ipt loop
+ snprintf(name, buffersize,"hPtSumPrompt_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate Prompt cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedPrompt[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedPrompt[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedPrompt[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedPrompt[icone]) ;
+
+ snprintf(name, buffersize,"hPtSumFragmentation_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate Fragmentation cone sum p_{T} for R = %2.2fvs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedFragmentation[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedFragmentation[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedFragmentation[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedFragmentation[icone]) ;
+
+ snprintf(name, buffersize,"hPtSumPi0Decay_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate Pi0Decay cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedPi0Decay[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedPi0Decay[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedPi0Decay[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedPi0Decay[icone]) ;
+
+ snprintf(name, buffersize,"hPtSumEtaDecay_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate EtaDecay cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedEtaDecay[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedEtaDecay[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedEtaDecay[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedEtaDecay[icone]) ;
+
+ snprintf(name, buffersize,"hPtSumOtherDecay_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate OtherDecay cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedOtherDecay[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedOtherDecay[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedOtherDecay[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedOtherDecay[icone]) ;
+
+ snprintf(name, buffersize,"hPtSumConversion_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate Conversion cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedConversion[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedConversion[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedConversion[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedConversion[icone]) ;
+
+ snprintf(name, buffersize,"hPtSumUnknown_Cone_%d",icone);
+ snprintf(title, buffersize,"Candidate Unknown cone sum p_{T} for R = %2.2f vs candidate p_{T}",fConeSizes[icone]);
+ fhPtSumIsolatedUnknown[icone] = new TH2F(name, title,nptbins,ptmin,ptmax,nptsumbins,ptsummin,ptsummax);
+ fhPtSumIsolatedUnknown[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolatedUnknown[icone]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolatedUnknown[icone]) ;
+
+ }//Histos with MC
+
+ for(Int_t ipt = 0; ipt<fNPtThresFrac;ipt++)
+ {
+ snprintf(name, buffersize,"hPtThres_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate p_{T} distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
+ fhPtThresIsolated[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolated[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolated[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFrac_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate p_{T} distribution for R = %2.2f and p_{T}^{fr} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
+ fhPtFracIsolated[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolated[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolated[icone][ipt]) ;
+
+
+ snprintf(name, buffersize,"hPtSum_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate p_{T} distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
+ fhPtSumIsolated[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ // fhPtSumIsolated[icone][ipt]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumIsolated[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumIsolated[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtSumDensity_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate p_{T} distribution for density in R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
+ fhPtSumDensityIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);//,nptsumbins,ptsummin,ptsummax);
+ //fhPtSumIsolated[icone][ipt]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumDensityIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumDensityIso[icone][ipt]) ;
+
+ // pt decays isolated
+ snprintf(name, buffersize,"hPtThres_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
+ fhPtPtThresDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtPtThresDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtPtThresDecayIso[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFrac_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for R = %2.2f and p_{T}^{fr} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
+ fhPtPtFracDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtPtFracDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtPtFracDecayIso[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtSum_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
+ fhPtPtSumDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);//,nptsumbins,ptsummin,ptsummax);
+ // fhPtPtSumDecayIso[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtPtSumDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtPtSumDecayIso[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtSumDensity_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate p_{T} distribution for density in R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
+ fhPtSumDensityDecayIso[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);//,nptsumbins,ptsummin,ptsummax);
+ // fhPtPtSumDecayIso[icone]->SetYTitle("#Sigma p_{T} (GeV/c)");
+ fhPtSumDensityDecayIso[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtSumDensityDecayIso[icone][ipt]) ;
+
+ // eta:phi
+ snprintf(name, buffersize,"hEtaPhiPtThres_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate #eta:#phi distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
+ fhEtaPhiPtThresIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
+ fhEtaPhiPtThresIso[icone][ipt]->SetXTitle("#eta");
+ fhEtaPhiPtThresIso[icone][ipt]->SetYTitle("#phi");
+ outputContainer->Add(fhEtaPhiPtThresIso[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hEtaPhiPtFrac_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate #eta:#phi distribution for R = %2.2f and p_{T}^{fr} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
+ fhEtaPhiPtFracIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
+ fhEtaPhiPtFracIso[icone][ipt]->SetXTitle("#eta");
+ fhEtaPhiPtFracIso[icone][ipt]->SetYTitle("#phi");
+ outputContainer->Add(fhEtaPhiPtFracIso[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hEtaPhiPtSum_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate #eta:#phi distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
+ fhEtaPhiPtSumIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
+ fhEtaPhiPtSumIso[icone][ipt]->SetXTitle("#eta");
+ fhEtaPhiPtSumIso[icone][ipt]->SetYTitle("#phi");
+ outputContainer->Add(fhEtaPhiPtSumIso[icone][ipt]) ;
+
+ // eta:phi decays
+ snprintf(name, buffersize,"hEtaPhiPtThres_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate #eta:#phi distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtThresholds[ipt]);
+ fhEtaPhiPtThresDecayIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
+ fhEtaPhiPtThresDecayIso[icone][ipt]->SetXTitle("#eta");
+ fhEtaPhiPtThresDecayIso[icone][ipt]->SetYTitle("#phi");
+ outputContainer->Add(fhEtaPhiPtThresDecayIso[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hEtaPhiPtFrac_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate #eta:#phi distribution for R = %2.2f and p_{T}^{th} = %2.2f GeV/c",fConeSizes[icone],fPtFractions[ipt]);
+ fhEtaPhiPtFracDecayIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
+ fhEtaPhiPtFracDecayIso[icone][ipt]->SetXTitle("#eta");
+ fhEtaPhiPtFracDecayIso[icone][ipt]->SetYTitle("#phi");
+ outputContainer->Add(fhEtaPhiPtFracDecayIso[icone][ipt]) ;
+
+
+ snprintf(name, buffersize,"hEtaPhiPtSum_Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated decay candidate #eta:#phi distribution for R = %2.2f and p_{T}^{sum} = %2.2f GeV/c",fConeSizes[icone],fSumPtThresholds[ipt]);
+ fhEtaPhiPtSumDecayIso[icone][ipt] = new TH2F(name, title,netabins,etamin,etamax,nphibins,phimin,phimax);
+ fhEtaPhiPtSumDecayIso[icone][ipt]->SetXTitle("#eta");
+ fhEtaPhiPtSumDecayIso[icone][ipt]->SetYTitle("#phi");
+ outputContainer->Add(fhEtaPhiPtSumDecayIso[icone][ipt]) ;
+
+
+ if(IsDataMC())
+ {
+ snprintf(name, buffersize,"hPtThresMCPrompt_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Prompt p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedPrompt[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedPrompt[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedPrompt[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCPrompt_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Prompt p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedPrompt[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedPrompt[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedPrompt[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtThresMCFragmentation_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Fragmentation p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedFragmentation[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedFragmentation[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedFragmentation[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCFragmentation_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Fragmentation p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedFragmentation[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedFragmentation[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedFragmentation[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtThresMCPi0Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Pi0Decay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedPi0Decay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedPi0Decay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedPi0Decay[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCPi0Decay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Pi0Decay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedPi0Decay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedPi0Decay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedPi0Decay[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtThresMCEtaDecay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate EtaDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedEtaDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedEtaDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedEtaDecay[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCEtaDecay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate EtaDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedEtaDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedEtaDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedEtaDecay[icone][ipt]) ;
+
+
+ snprintf(name, buffersize,"hPtThresMCOtherDecay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate OtherDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedOtherDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedOtherDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedOtherDecay[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCOtherDecay_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate OtherDecay p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedOtherDecay[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedOtherDecay[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedOtherDecay[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtThresMCConversion_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Conversion p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedConversion[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedConversion[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedConversion[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCConversion_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Conversion p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedConversion[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedConversion[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedConversion[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtThresMCUnknown_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Unknown p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtThresIsolatedUnknown[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtThresIsolatedUnknown[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtThresIsolatedUnknown[icone][ipt]) ;
+
+ snprintf(name, buffersize,"hPtFracMCUnknown_Cone_%d_Pt%d",icone,ipt);
+ snprintf(title, buffersize,"Isolated candidate Unknown p_{T} distribution for cone size %d and p_{T}^{th} %d",icone,ipt);
+ fhPtFracIsolatedUnknown[icone][ipt] = new TH1F(name, title,nptbins,ptmin,ptmax);
+ fhPtFracIsolatedUnknown[icone][ipt]->SetXTitle("p_{T} (GeV/c)");
+ outputContainer->Add(fhPtFracIsolatedUnknown[icone][ipt]) ;
+
+ }//Histos with MC
+ }//icone loop
+ }//ipt loop
}
-
return outputContainer ;
}
//If too small or too large pt, skip
if(pt < GetMinPt() || pt > GetMaxPt() ) continue ;
-
-
+
// --- In case of redoing isolation from delta AOD ----
if(fMakeSeveralIC)
fhMassPairMCEta->SetYTitle("Mass (MeV/c^{2})");
fhMassPairMCEta->SetXTitle("E_{pair} (GeV)");
outputContainer->Add(fhMassPairMCEta) ;
-
- for(Int_t i = 0; i < 6; i++)
- {
- fhEMCLambda0[i] = new TH2F(Form("hELambda0_MC%s",pname[i].Data()),
- Form("Selected pair, cluster from %s : E vs #lambda_{0}^{2}",ptype[i].Data()),
- nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
- fhEMCLambda0[i]->SetYTitle("#lambda_{0}^{2}");
- fhEMCLambda0[i]->SetXTitle("E (GeV)");
- outputContainer->Add(fhEMCLambda0[i]) ;
-
- fhEMCLambda1[i] = new TH2F(Form("hELambda1_MC%s",pname[i].Data()),
- Form("Selected pair, cluster from %s : E vs #lambda_{1}^{2}",ptype[i].Data()),
- nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
- fhEMCLambda1[i]->SetYTitle("#lambda_{1}^{2}");
- fhEMCLambda1[i]->SetXTitle("E (GeV)");
- outputContainer->Add(fhEMCLambda1[i]) ;
-
- fhEMCDispersion[i] = new TH2F(Form("hEDispersion_MC%s",pname[i].Data()),
- Form("Selected pair, cluster from %s : E vs dispersion^{2}",ptype[i].Data()),
- nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
- fhEMCDispersion[i]->SetYTitle("D^{2}");
- fhEMCDispersion[i]->SetXTitle("E (GeV)");
- outputContainer->Add(fhEMCDispersion[i]) ;
-
- if(fCalorimeter=="EMCAL"){
- fhEMCLambda0NoTRD[i] = new TH2F(Form("hELambda0NoTRD_MC%s",pname[i].Data()),
- Form("Selected pair, cluster from %s : E vs #lambda_{0}^{2}, NoTRD",ptype[i].Data()),
- nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
- fhEMCLambda0NoTRD[i]->SetYTitle("#lambda_{0}^{2}");
- fhEMCLambda0NoTRD[i]->SetXTitle("E (GeV)");
- outputContainer->Add(fhEMCLambda0NoTRD[i]) ;
-
-
- fhMCEDispEta[i] = new TH2F (Form("hEDispEtaE_MC%s",pname[i].Data()),
- Form("cluster from %s : #sigma^{2}_{#eta #eta} = #Sigma w_{i}(#eta_{i} - <#eta>)^{2}/ #Sigma w_{i} vs E",ptype[i].Data()),
- nptbins,ptmin,ptmax, ssbins,ssmin,ssmax);
- fhMCEDispEta[i]->SetXTitle("E (GeV)");
- fhMCEDispEta[i]->SetYTitle("#sigma^{2}_{#eta #eta}");
- outputContainer->Add(fhMCEDispEta[i]);
-
- fhMCEDispPhi[i] = new TH2F (Form("hEDispPhiE_MC%s",pname[i].Data()),
- Form("cluster from %s : #sigma^{2}_{#phi #phi} = #Sigma w_{i}(#phi_{i} - <#phi>)^{2} / #Sigma w_{i} vs E",ptype[i].Data()),
- nptbins,ptmin,ptmax, ssbins,ssmin,ssmax);
- fhMCEDispPhi[i]->SetXTitle("E (GeV)");
- fhMCEDispPhi[i]->SetYTitle("#sigma^{2}_{#phi #phi}");
- outputContainer->Add(fhMCEDispPhi[i]);
-
- fhMCESumEtaPhi[i] = new TH2F (Form("hESumEtaPhiE_MC%s",pname[i].Data()),
- Form("cluster from %s : #sigma'^{2}_{#eta #phi} = #Sigma w_{i}(#phi_{i} #eta_{i} ) / #Sigma w_{i} - <#phi><#eta> vs E",ptype[i].Data()),
- nptbins,ptmin,ptmax, 2*ssbins,-ssmax,ssmax);
- fhMCESumEtaPhi[i]->SetXTitle("E (GeV)");
- fhMCESumEtaPhi[i]->SetYTitle("#sigma'^{2}_{#eta #phi}");
- outputContainer->Add(fhMCESumEtaPhi[i]);
+
+ if( fFillSelectClHisto )
+ {
+ for(Int_t i = 0; i < 6; i++)
+ {
+ fhEMCLambda0[i] = new TH2F(Form("hELambda0_MC%s",pname[i].Data()),
+ Form("Selected pair, cluster from %s : E vs #lambda_{0}^{2}",ptype[i].Data()),
+ nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
+ fhEMCLambda0[i]->SetYTitle("#lambda_{0}^{2}");
+ fhEMCLambda0[i]->SetXTitle("E (GeV)");
+ outputContainer->Add(fhEMCLambda0[i]) ;
- fhMCEDispEtaPhiDiff[i] = new TH2F (Form("hEDispEtaPhiDiffE_MC%s",pname[i].Data()),
- Form("cluster from %s : #sigma^{2}_{#phi #phi} - #sigma^{2}_{#eta #eta} vs E",ptype[i].Data()),
- nptbins,ptmin,ptmax,200,-10,10);
- fhMCEDispEtaPhiDiff[i]->SetXTitle("E (GeV)");
- fhMCEDispEtaPhiDiff[i]->SetYTitle("#sigma^{2}_{#phi #phi}-#sigma^{2}_{#eta #eta}");
- outputContainer->Add(fhMCEDispEtaPhiDiff[i]);
+ fhEMCLambda1[i] = new TH2F(Form("hELambda1_MC%s",pname[i].Data()),
+ Form("Selected pair, cluster from %s : E vs #lambda_{1}^{2}",ptype[i].Data()),
+ nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
+ fhEMCLambda1[i]->SetYTitle("#lambda_{1}^{2}");
+ fhEMCLambda1[i]->SetXTitle("E (GeV)");
+ outputContainer->Add(fhEMCLambda1[i]) ;
- fhMCESphericity[i] = new TH2F (Form("hESphericity_MC%s",pname[i].Data()),
- Form("cluster from %s : (#sigma^{2}_{#phi #phi} - #sigma^{2}_{#eta #eta}) / (#sigma^{2}_{#eta #eta} + #sigma^{2}_{#phi #phi}) vs E",ptype[i].Data()),
- nptbins,ptmin,ptmax, 200,-1,1);
- fhMCESphericity[i]->SetXTitle("E (GeV)");
- fhMCESphericity[i]->SetYTitle("s = (#sigma^{2}_{#phi #phi} - #sigma^{2}_{#eta #eta}) / (#sigma^{2}_{#eta #eta} + #sigma^{2}_{#phi #phi})");
- outputContainer->Add(fhMCESphericity[i]);
+ fhEMCDispersion[i] = new TH2F(Form("hEDispersion_MC%s",pname[i].Data()),
+ Form("Selected pair, cluster from %s : E vs dispersion^{2}",ptype[i].Data()),
+ nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
+ fhEMCDispersion[i]->SetYTitle("D^{2}");
+ fhEMCDispersion[i]->SetXTitle("E (GeV)");
+ outputContainer->Add(fhEMCDispersion[i]) ;
- for(Int_t ie = 0; ie < 7; ie++)
+ if(fCalorimeter=="EMCAL")
{
- fhMCDispEtaDispPhi[ie][i] = new TH2F (Form("hMCDispEtaDispPhi_EBin%d_MC%s",ie,pname[i].Data()),
- Form("cluster from %s : #sigma^{2}_{#phi #phi} vs #sigma^{2}_{#eta #eta} for %d < E < %d GeV",pname[i].Data(),bin[ie],bin[ie+1]),
- ssbins,ssmin,ssmax , ssbins,ssmin,ssmax);
- fhMCDispEtaDispPhi[ie][i]->SetXTitle("#sigma^{2}_{#eta #eta}");
- fhMCDispEtaDispPhi[ie][i]->SetYTitle("#sigma^{2}_{#phi #phi}");
- outputContainer->Add(fhMCDispEtaDispPhi[ie][i]);
+ fhEMCLambda0NoTRD[i] = new TH2F(Form("hELambda0NoTRD_MC%s",pname[i].Data()),
+ Form("Selected pair, cluster from %s : E vs #lambda_{0}^{2}, NoTRD",ptype[i].Data()),
+ nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
+ fhEMCLambda0NoTRD[i]->SetYTitle("#lambda_{0}^{2}");
+ fhEMCLambda0NoTRD[i]->SetXTitle("E (GeV)");
+ outputContainer->Add(fhEMCLambda0NoTRD[i]) ;
- fhMCLambda0DispEta[ie][i] = new TH2F (Form("hMCLambda0DispEta_EBin%d_MC%s",ie,pname[i].Data()),
- Form("cluster from %s : #lambda^{2}_{0} vs #sigma^{2}_{#eta #eta} for %d < E < %d GeV",pname[i].Data(),bin[ie],bin[ie+1]),
- ssbins,ssmin,ssmax , ssbins,ssmin,ssmax);
- fhMCLambda0DispEta[ie][i]->SetXTitle("#lambda^{2}_{0}");
- fhMCLambda0DispEta[ie][i]->SetYTitle("#sigma^{2}_{#phi #phi}");
- outputContainer->Add(fhMCLambda0DispEta[ie][i]);
- fhMCLambda0DispPhi[ie][i] = new TH2F (Form("hMCLambda0DispPhi_EBin%d_MC%s",ie,pname[i].Data()),
- Form("cluster from %s :#lambda^{2}_{0} vs #sigma^{2}_{#phi #phi} for %d < E < %d GeV",pname[i].Data(),bin[ie],bin[ie+1]),
- ssbins,ssmin,ssmax , ssbins,ssmin,ssmax);
- fhMCLambda0DispPhi[ie][i]->SetXTitle("#lambda^{2}_{0}");
- fhMCLambda0DispPhi[ie][i]->SetYTitle("#sigma^{2}_{#phi #phi}");
- outputContainer->Add(fhMCLambda0DispPhi[ie][i]);
+ fhMCEDispEta[i] = new TH2F (Form("hEDispEtaE_MC%s",pname[i].Data()),
+ Form("cluster from %s : #sigma^{2}_{#eta #eta} = #Sigma w_{i}(#eta_{i} - <#eta>)^{2}/ #Sigma w_{i} vs E",ptype[i].Data()),
+ nptbins,ptmin,ptmax, ssbins,ssmin,ssmax);
+ fhMCEDispEta[i]->SetXTitle("E (GeV)");
+ fhMCEDispEta[i]->SetYTitle("#sigma^{2}_{#eta #eta}");
+ outputContainer->Add(fhMCEDispEta[i]);
- }
- }
-
- fhEMCLambda0FracMaxCellCut[i] = new TH2F(Form("hELambda0FracMaxCellCut_MC%s",pname[i].Data()),
- Form("Selected pair, cluster from %s : E vs #lambda_{0}^{2}, Max cell fraction of energy < 0.5 ",ptype[i].Data()),
- nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
- fhEMCLambda0FracMaxCellCut[i]->SetYTitle("#lambda_{0}^{2}");
- fhEMCLambda0FracMaxCellCut[i]->SetXTitle("E (GeV)");
- outputContainer->Add(fhEMCLambda0FracMaxCellCut[i]) ;
-
- fhEMCFracMaxCell[i] = new TH2F(Form("hEFracMaxCell_MC%s",pname[i].Data()),
- Form("Selected pair, cluster from %s : E vs Max cell fraction of energy",ptype[i].Data()),
- nptbins,ptmin,ptmax,100,0,1);
- fhEMCFracMaxCell[i]->SetYTitle("Fraction");
- fhEMCFracMaxCell[i]->SetXTitle("E (GeV)");
- outputContainer->Add(fhEMCFracMaxCell[i]) ;
-
- }//
+ fhMCEDispPhi[i] = new TH2F (Form("hEDispPhiE_MC%s",pname[i].Data()),
+ Form("cluster from %s : #sigma^{2}_{#phi #phi} = #Sigma w_{i}(#phi_{i} - <#phi>)^{2} / #Sigma w_{i} vs E",ptype[i].Data()),
+ nptbins,ptmin,ptmax, ssbins,ssmin,ssmax);
+ fhMCEDispPhi[i]->SetXTitle("E (GeV)");
+ fhMCEDispPhi[i]->SetYTitle("#sigma^{2}_{#phi #phi}");
+ outputContainer->Add(fhMCEDispPhi[i]);
+
+ fhMCESumEtaPhi[i] = new TH2F (Form("hESumEtaPhiE_MC%s",pname[i].Data()),
+ Form("cluster from %s : #sigma'^{2}_{#eta #phi} = #Sigma w_{i}(#phi_{i} #eta_{i} ) / #Sigma w_{i} - <#phi><#eta> vs E",ptype[i].Data()),
+ nptbins,ptmin,ptmax, 2*ssbins,-ssmax,ssmax);
+ fhMCESumEtaPhi[i]->SetXTitle("E (GeV)");
+ fhMCESumEtaPhi[i]->SetYTitle("#sigma'^{2}_{#eta #phi}");
+ outputContainer->Add(fhMCESumEtaPhi[i]);
+
+ fhMCEDispEtaPhiDiff[i] = new TH2F (Form("hEDispEtaPhiDiffE_MC%s",pname[i].Data()),
+ Form("cluster from %s : #sigma^{2}_{#phi #phi} - #sigma^{2}_{#eta #eta} vs E",ptype[i].Data()),
+ nptbins,ptmin,ptmax,200,-10,10);
+ fhMCEDispEtaPhiDiff[i]->SetXTitle("E (GeV)");
+ fhMCEDispEtaPhiDiff[i]->SetYTitle("#sigma^{2}_{#phi #phi}-#sigma^{2}_{#eta #eta}");
+ outputContainer->Add(fhMCEDispEtaPhiDiff[i]);
+
+ fhMCESphericity[i] = new TH2F (Form("hESphericity_MC%s",pname[i].Data()),
+ Form("cluster from %s : (#sigma^{2}_{#phi #phi} - #sigma^{2}_{#eta #eta}) / (#sigma^{2}_{#eta #eta} + #sigma^{2}_{#phi #phi}) vs E",ptype[i].Data()),
+ nptbins,ptmin,ptmax, 200,-1,1);
+ fhMCESphericity[i]->SetXTitle("E (GeV)");
+ fhMCESphericity[i]->SetYTitle("s = (#sigma^{2}_{#phi #phi} - #sigma^{2}_{#eta #eta}) / (#sigma^{2}_{#eta #eta} + #sigma^{2}_{#phi #phi})");
+ outputContainer->Add(fhMCESphericity[i]);
+
+ for(Int_t ie = 0; ie < 7; ie++)
+ {
+ fhMCDispEtaDispPhi[ie][i] = new TH2F (Form("hMCDispEtaDispPhi_EBin%d_MC%s",ie,pname[i].Data()),
+ Form("cluster from %s : #sigma^{2}_{#phi #phi} vs #sigma^{2}_{#eta #eta} for %d < E < %d GeV",pname[i].Data(),bin[ie],bin[ie+1]),
+ ssbins,ssmin,ssmax , ssbins,ssmin,ssmax);
+ fhMCDispEtaDispPhi[ie][i]->SetXTitle("#sigma^{2}_{#eta #eta}");
+ fhMCDispEtaDispPhi[ie][i]->SetYTitle("#sigma^{2}_{#phi #phi}");
+ outputContainer->Add(fhMCDispEtaDispPhi[ie][i]);
+
+ fhMCLambda0DispEta[ie][i] = new TH2F (Form("hMCLambda0DispEta_EBin%d_MC%s",ie,pname[i].Data()),
+ Form("cluster from %s : #lambda^{2}_{0} vs #sigma^{2}_{#eta #eta} for %d < E < %d GeV",pname[i].Data(),bin[ie],bin[ie+1]),
+ ssbins,ssmin,ssmax , ssbins,ssmin,ssmax);
+ fhMCLambda0DispEta[ie][i]->SetXTitle("#lambda^{2}_{0}");
+ fhMCLambda0DispEta[ie][i]->SetYTitle("#sigma^{2}_{#phi #phi}");
+ outputContainer->Add(fhMCLambda0DispEta[ie][i]);
+
+ fhMCLambda0DispPhi[ie][i] = new TH2F (Form("hMCLambda0DispPhi_EBin%d_MC%s",ie,pname[i].Data()),
+ Form("cluster from %s :#lambda^{2}_{0} vs #sigma^{2}_{#phi #phi} for %d < E < %d GeV",pname[i].Data(),bin[ie],bin[ie+1]),
+ ssbins,ssmin,ssmax , ssbins,ssmin,ssmax);
+ fhMCLambda0DispPhi[ie][i]->SetXTitle("#lambda^{2}_{0}");
+ fhMCLambda0DispPhi[ie][i]->SetYTitle("#sigma^{2}_{#phi #phi}");
+ outputContainer->Add(fhMCLambda0DispPhi[ie][i]);
+
+ }
+ }
+
+ fhEMCLambda0FracMaxCellCut[i] = new TH2F(Form("hELambda0FracMaxCellCut_MC%s",pname[i].Data()),
+ Form("Selected pair, cluster from %s : E vs #lambda_{0}^{2}, Max cell fraction of energy < 0.5 ",ptype[i].Data()),
+ nptbins,ptmin,ptmax,ssbins,ssmin,ssmax);
+ fhEMCLambda0FracMaxCellCut[i]->SetYTitle("#lambda_{0}^{2}");
+ fhEMCLambda0FracMaxCellCut[i]->SetXTitle("E (GeV)");
+ outputContainer->Add(fhEMCLambda0FracMaxCellCut[i]) ;
+
+ fhEMCFracMaxCell[i] = new TH2F(Form("hEFracMaxCell_MC%s",pname[i].Data()),
+ Form("Selected pair, cluster from %s : E vs Max cell fraction of energy",ptype[i].Data()),
+ nptbins,ptmin,ptmax,100,0,1);
+ fhEMCFracMaxCell[i]->SetYTitle("Fraction");
+ fhEMCFracMaxCell[i]->SetXTitle("E (GeV)");
+ outputContainer->Add(fhEMCFracMaxCell[i]) ;
+
+ }//
+ } // shower shape histo
} //Not MC reader
}//Histos with MC
- if(fAnaType==kSSCalo)
+ if(fAnaType==kSSCalo && fFillSelectClHisto )
{
fhAsymmetryE = new TH2F ("hAsymmetryE","A = ( E1 - E2 ) / ( E1 + E2 ) vs E",
fhMCAsymmetryDispPhi[ie][i]->SetYTitle("A = ( E1 - E2 ) / ( E1 + E2 )");
outputContainer->Add(fhMCAsymmetryDispPhi[ie][i]);
}
-
}
}
-
}
//Keep neutral meson selection histograms if requiered
//Setting done in AliNeutralMesonSelection
- if(fAnaType!=kSSCalo && GetNeutralMesonSelection()){
-
+ if(fAnaType!=kSSCalo && GetNeutralMesonSelection())
+ {
TList * nmsHistos = GetNeutralMesonSelection()->GetCreateOutputObjects() ;
+
if(GetNeutralMesonSelection()->AreNeutralMesonSelectionHistosKept())
for(Int_t i = 0; i < nmsHistos->GetEntries(); i++) outputContainer->Add(nmsHistos->At(i)) ;
+
delete nmsHistos;
-
}
return outputContainer ;
git://git.uio.no / u / mrichter / AliRoot.git / commitdiff