#include <Histograms.h>

Public Member Functions
void	ComputeEfficiency ()

void	Fill (float distSimHit, float etaSimHit, float phiSimHit, bool fillRecHit)

	HEff1DHit (std::string name_, DQMStore *dbe_)

	~HEff1DHit ()

Public Attributes
MonitorElement *	hDistMuSimHit

MonitorElement *	hDistRecHit

TH1F *	hEffVsDist

TH1F *	hEffVsEta

TH1F *	hEffVsPhi

MonitorElement *	hEtaMuSimHit

MonitorElement *	hEtaRecHit

MonitorElement *	hPhiMuSimHit

MonitorElement *	hPhiRecHit

TString	name

Detailed Description

Definition at line 165 of file Histograms.h.

Constructor & Destructor Documentation

HEff1DHit::HEff1DHit	(	std::string	name_,
		DQMStore *	dbe_
	)

inline

Definition at line 167 of file Histograms.h.

References DQMStore::book1D(), hDistMuSimHit, hDistRecHit, hEffVsDist, hEffVsEta, hEffVsPhi, hEtaMuSimHit, hEtaRecHit, hPhiMuSimHit, hPhiRecHit, name, Pi, DQMStore::setCurrentFolder(), and AlCaHLTBitMon_QueryRunRegistry::string.

                                              {
       std::string pre ="1D_";
       pre += name_;
       name = pre;
       dbe_->setCurrentFolder("DT/1DRecHits/");
       hEtaMuSimHit=0; hEtaMuSimHit = dbe_->book1D(pre+"_hEtaMuSimHit", "SimHit Eta distribution",100, -1.5, 1.5);
       hEtaRecHit=0; hEtaRecHit = dbe_->book1D(pre+"_hEtaRecHit", "SimHit Eta distribution with 1D RecHit",100, -1.5, 1.5);
       hEffVsEta = 0;
       hPhiMuSimHit=0; hPhiMuSimHit = dbe_->book1D(pre+"_hPhiMuSimHit", "SimHit Phi distribution",100, -TMath::Pi(),TMath::Pi());
       hPhiRecHit=0; hPhiRecHit = dbe_->book1D(pre+"_hPhiRecHit", "SimHit Phi distribution with 1D RecHit",100, -TMath::Pi(),TMath::Pi());
       hEffVsPhi = 0;
       hDistMuSimHit=0;hDistMuSimHit = dbe_->book1D(pre+"_hDistMuSimHit", "SimHit Distance from wire distribution",100, 0, 2.5);
       hDistRecHit=0; hDistRecHit = dbe_->book1D(pre+"_hDistRecHit", "SimHit Distance from wire distribution with 1D RecHit",100, 0, 2.5);
       hEffVsDist = 0;
 
     }

HEff1DHit::~HEff1DHit ( )

inline

Definition at line 200 of file Histograms.h.

                 {
 
       //     delete hEtaMuSimHit;
       //     delete hEtaRecHit;
       //     if(hEffVsEta != 0)
       //       delete hEffVsEta;
 
       //     delete hPhiMuSimHit;
       //     delete hPhiRecHit;
       //     if(hEffVsPhi != 0)
       //       delete hEffVsPhi;
 
       //     delete hDistMuSimHit;
       //     delete hDistRecHit;
       //     if(hEffVsDist != 0)
       //       delete hEffVsDist;
 
     }

Member Function Documentation

void HEff1DHit::ComputeEfficiency ( )

inline

Definition at line 236 of file Histograms.h.

References newFWLiteAna::bin, error, MonitorElement::getTH1(), hDistMuSimHit, hDistRecHit, hEffVsDist, hEffVsEta, hEffVsPhi, hEtaMuSimHit, hEtaRecHit, hPhiMuSimHit, hPhiRecHit, name, and mathSSE::sqrt().

                              {
 
 
       //      hEffVsEta = (TH1F *) hEtaRecHit->Clone();
       hEffVsEta = (TH1F *) hEtaRecHit->getTH1();
       TH1F * hEffEtaMuSimHit = (TH1F *) hEtaMuSimHit->getTH1();
       hEffVsEta->SetTitle("1D RecHit Efficiency as a function of Eta");
       hEffVsEta->SetName(name+"_hEffVsEta");
       //hEffVsEta->Divide(hEtaMuSimHit);
       hEffVsEta->Divide(hEffEtaMuSimHit);
       // Set the error accordingly to binomial statistics
       int nBinsEta = hEffVsEta->GetNbinsX();
       for(int bin = 1; bin <=  nBinsEta; bin++) {
         float nSimHit = hEffEtaMuSimHit->GetBinContent(bin);
         float eff = hEffVsEta->GetBinContent(bin);
         float error = 0;
         if(nSimHit != 0) {
           error = sqrt(eff*(1-eff)/nSimHit);
         }
         hEffVsEta->SetBinError(bin, error);
       }
 
       //hEffVsPhi = (TH1F *) hPhiRecHit->Clone();
       hEffVsPhi = (TH1F *) hPhiRecHit->getTH1();
       TH1F * hEffPhiMuSimHit = (TH1F *) hPhiMuSimHit->getTH1();
       hEffVsPhi->SetTitle("1D RecHit Efficiency as a function of Phi");
       hEffVsPhi->SetName(name+"_hEffVsPhi");
       hEffVsPhi->Divide(hEffPhiMuSimHit);
       // Set the error accordingly to binomial statistics
       int nBinsPhi = hEffVsPhi->GetNbinsX();
       for(int bin = 1; bin <=  nBinsPhi; bin++) {
         float nSimHit = hEffPhiMuSimHit->GetBinContent(bin);
         float eff = hEffVsPhi->GetBinContent(bin);
         float error = 0;
         if(nSimHit != 0) {
           error = sqrt(eff*(1-eff)/nSimHit);
         }
         hEffVsPhi->SetBinError(bin, error);
       }
 
       //hEffVsDist = (TH1F *) hDistRecHit->Clone();
       hEffVsDist = (TH1F *) hDistRecHit->getTH1();
       TH1F * hEffDistMuSimHit = (TH1F *) hDistMuSimHit->getTH1();
       hEffVsDist->SetTitle("1D RecHit Efficiency as a function of Dist");
       hEffVsDist->SetName(name+"_hEffVsDist");
       hEffVsDist->Divide(hEffDistMuSimHit);
       // Set the error accordingly to binomial statistics
       int nBinsDist = hEffVsDist->GetNbinsX();
       for(int bin = 1; bin <=  nBinsDist; bin++) {
         float nSimHit = hEffDistMuSimHit->GetBinContent(bin);
         float eff = hEffVsDist->GetBinContent(bin);
         float error = 0;
         if(nSimHit != 0) {
           error = sqrt(eff*(1-eff)/nSimHit);
         }
         hEffVsDist->SetBinError(bin, error);
       }
 
 
     }

void HEff1DHit::Fill	(	float	distSimHit,
		float	etaSimHit,
		float	phiSimHit,
		bool	fillRecHit
	)

inline

Definition at line 219 of file Histograms.h.

References MonitorElement::Fill(), hDistMuSimHit, hDistRecHit, hEtaMuSimHit, hEtaRecHit, hPhiMuSimHit, and hPhiRecHit.

Referenced by DTRecHitQuality::compute().

                                {
       
       hEtaMuSimHit->Fill(etaSimHit);
       hPhiMuSimHit->Fill(phiSimHit);
       hDistMuSimHit->Fill(distSimHit);
       if(fillRecHit) {
         hEtaRecHit->Fill(etaSimHit);
         hPhiRecHit->Fill(phiSimHit);
         hDistRecHit->Fill(distSimHit);
       }
     }