L2TauIsolationAlgs Class Reference

#include <L2TauIsolationAlgs.h>

List of all members.

Public Member Functions
std::vector< double >	clusterShape (const math::PtEtaPhiELorentzVectorCollection &, const math::XYZVector &, double innerCone, double outerCone) const
double	isolatedEt (const math::PtEtaPhiELorentzVectorCollection &, const math::XYZVector &, double innerCone, double outerCone) const
	L2TauIsolationAlgs ()
int	nClustersAnnulus (const math::PtEtaPhiELorentzVectorCollection &, const math::XYZVector &, double innerCone, double outerCone) const
	~L2TauIsolationAlgs ()

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Detailed Description

Definition at line 18 of file L2TauIsolationAlgs.h.

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Constructor & Destructor Documentation

L2TauIsolationAlgs::L2TauIsolationAlgs

(

)

Definition at line 5 of file L2TauIsolationAlgs.cc.

{

}

L2TauIsolationAlgs::~L2TauIsolationAlgs

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)

Definition at line 10 of file L2TauIsolationAlgs.cc.

{

}

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Member Function Documentation

std::vector< double > L2TauIsolationAlgs::clusterShape	(	const math::PtEtaPhiELorentzVectorCollection &	hits,
		const math::XYZVector &	direction,
		double	innerCone,
		double	outerCone
	)		const

Definition at line 55 of file L2TauIsolationAlgs.cc.

References trackerHits::c, and funct::pow().

Referenced by L2TauModularIsolationProducer::produce(), L2TauNarrowConeIsolationProducer::produce(), and L2TauIsolationProducer::produce().

{
  double eta_rms=0.;
  double phi_rms=0.;
  double dr_rms=0.;
  double sumpt = 0.;

  std::vector<double> rmsVector; //declare the vector
  if(hits.size()>0)
    {
      for(math::PtEtaPhiELorentzVectorCollection::const_iterator  c = hits.begin();c!=hits.end();++c) //loop on clusters
        {
          eta_rms+=c->pt()*std::pow(c->eta()-direction.eta(),2);
          phi_rms+=c->pt()*std::pow(ROOT::Math::VectorUtil::DeltaPhi(*c,direction),2);
          dr_rms+=c->pt()*std::pow(ROOT::Math::VectorUtil::DeltaR(*c,direction),2);
          sumpt+=c->pt();                          
        }
    }
  else
    {
      eta_rms=0.;
      phi_rms=0.;
      dr_rms =0.;
      sumpt=1.;
    }

  rmsVector.push_back(eta_rms/sumpt);
  rmsVector.push_back(phi_rms/sumpt);
  rmsVector.push_back(dr_rms/sumpt);

  return rmsVector;
}

double L2TauIsolationAlgs::isolatedEt	(	const math::PtEtaPhiELorentzVectorCollection &	hits,
		const math::XYZVector &	direction,
		double	innerCone,
		double	outerCone
	)		const

Definition at line 18 of file L2TauIsolationAlgs.cc.

References delta.

Referenced by L2TauModularIsolationProducer::produce(), L2TauNarrowConeIsolationProducer::produce(), and L2TauIsolationProducer::produce().

{
  //Compute the Isolation
  double eRMax = 0.;
  double eRMin = 0;
  if(hits.size()>0)
    for (math::PtEtaPhiELorentzVectorCollection::const_iterator mRH = hits.begin();mRH!=hits.end();++mRH)
    {
          double delta = ROOT::Math::VectorUtil::DeltaR(direction,(*mRH));
          if(delta <outerCone)
            eRMax+= mRH->pt();
          if(delta <innerCone)
            eRMin+= mRH->pt();
    }
  double etIsol = eRMax - eRMin;
  return etIsol;
}

int L2TauIsolationAlgs::nClustersAnnulus	(	const math::PtEtaPhiELorentzVectorCollection &	hits,
		const math::XYZVector &	direction,
		double	innerCone,
		double	outerCone
	)		const

Definition at line 38 of file L2TauIsolationAlgs.cc.

References delta.

Referenced by L2TauModularIsolationProducer::produce().

{
  //Compute the Isolation
  int cands=0;
  if(hits.size()>0)
    for (math::PtEtaPhiELorentzVectorCollection::const_iterator mRH = hits.begin();mRH!=hits.end();++mRH)
    {
          double delta = ROOT::Math::VectorUtil::DeltaR(direction,(*mRH));
          if(delta <outerCone)
            if(delta >innerCone)
              cands++;
    }
  return cands;
}