trkf::TrackLineFitAlg Class Reference

#include "TrackLineFitAlg.h"

Public Member Functions
	TrackLineFitAlg ()
virtual	~TrackLineFitAlg ()
void	TrkLineFit (std::vector< geo::WireID > &hitWID, std::vector< double > &hitX, std::vector< double > &hitXErr, double XOrigin, TVector3 &Pos, TVector3 &Dir, float &ChiDOF)

Private Attributes
art::ServiceHandle< geo::Geometry >	geom

Detailed Description

Definition at line 31 of file TrackLineFitAlg.h.

Constructor & Destructor Documentation

trkf::TrackLineFitAlg::TrackLineFitAlg

(

)

Definition at line 24 of file TrackLineFitAlg.cxx.

{ }

trkf::TrackLineFitAlg::~TrackLineFitAlg ( )

virtual

Definition at line 26 of file TrackLineFitAlg.cxx.

{ }

Member Function Documentation

void trkf::TrackLineFitAlg::TrkLineFit	(	std::vector< geo::WireID > &	hitWID,
		std::vector< double > &	hitX,
		std::vector< double > &	hitXErr,
		double	XOrigin,
		TVector3 &	Pos,
		TVector3 &	Dir,
		float &	ChiDOF
	)

Definition at line 30 of file TrackLineFitAlg.cxx.

References geom, norm, sw, w, geo::GeometryCore::WireCoordinate(), geo::GeometryCore::WirePitch(), and x.

Referenced by trkf::TrackTrajectoryAlg::TrackTrajectory().

  {
    // Linear fit using X as the independent variable. Hits to be fitted
    // are passed in the hits vector in a pair form (X, WireID). The
    // fitted track position at XOrigin is returned in the Pos vector. 
    // The direction cosines are returned in the Dir vector.
    //
    // SVD fit adapted from $ROOTSYS/tutorials/matrix/solveLinear.C
    // Fit equation is w = A(X)v, where w is a vector of hit wires, A is
    // a matrix to calculate a track projected to a point at X, and v is
    // a vector (Yo, Zo, dY/dX, dZ/dX).

    // assume failure
    ChiDOF = -1;
    
    if(hitX.size() < 4) return;
    if(hitX.size() != hitWID.size()) return;
    if(hitX.size() != hitXErr.size()) return;
    
    const unsigned int nvars = 4;
    unsigned int npts = hitX.size();
  
    TMatrixD A(npts, nvars);
    // vector holding the Wire number
    TVectorD w(npts);
    unsigned short ninpl[3] = {0};
    unsigned short nok = 0;
    unsigned short iht;
    unsigned int ipl, tpc, cstat;
    double x, cw, sw, off, wght;
    for(iht = 0; iht < hitX.size(); ++iht) {
      cstat = hitWID[iht].Cryostat;
      tpc = hitWID[iht].TPC;
      ipl = hitWID[iht].Plane;
      // get the wire plane offset
      off = geom->WireCoordinate(0, 0, ipl, tpc, cstat);
      // get the "cosine-like" component
      cw = geom->WireCoordinate(1, 0, ipl, tpc, cstat) - off;
      // the "sine-like" component
      sw = geom->WireCoordinate(0, 1, ipl, tpc, cstat) - off;
      x = hitX[iht] - XOrigin;
      if(hitXErr[iht] > 0) {
        wght = 1 / hitXErr[iht];
      } else {
        wght = 1;
      }
      A[iht][0] = wght * cw;
      A[iht][1] = wght * sw;
      A[iht][2] = wght * cw * x;
      A[iht][3] = wght * sw * x;
      w[iht] = wght * (hitWID[iht].Wire - off);
      ++ninpl[ipl];
      // need at least two points in a plane
      if(ninpl[ipl] == 2) ++nok;
    }
    
    // need at least 2 planes with at least two points
    if(nok < 2) return;
    
    TDecompSVD svd(A);
    bool ok;
    TVectorD tVec = svd.Solve(w, ok);

    ChiDOF = 0;
    
    // not enough points to calculate Chisq
    if(hitX.size() == 4) return;
    
    double ypr, zpr, diff;
    for(iht = 0; iht < hitX.size(); ++iht) {
      cstat = hitWID[iht].Cryostat;
      tpc = hitWID[iht].TPC;
      ipl = hitWID[iht].Plane;
      off = geom->WireCoordinate(0, 0, ipl, tpc, cstat);
      cw = geom->WireCoordinate(1, 0, ipl, tpc, cstat) - off;
      sw = geom->WireCoordinate(0, 1, ipl, tpc, cstat) - off;
      x = hitX[iht] - XOrigin;
      ypr = tVec[0] + tVec[2] * x;
      zpr = tVec[1] + tVec[3] * x;
      if(hitXErr[iht] > 0) {
        wght = 1 / hitXErr[iht];
      } else {
        wght = 1;
      }
      if(wght <= 0) wght = 1;
      diff = (ypr * cw + zpr * sw - (hitWID[iht].Wire - off)) / wght;
      ChiDOF += diff * diff;
    }

    double werr2 = geom->WirePitch(0, tpc, cstat);
    werr2 *= werr2;
    ChiDOF /= werr2;
    ChiDOF /= (double)(npts - 4);
    
    double norm = sqrt(1 + tVec[2] * tVec[2] + tVec[3] * tVec[3]);
    Dir[0] = 1 / norm;
    Dir[1] = tVec[2] / norm;
    Dir[2] = tVec[3] / norm;
    
    Pos[0] = XOrigin;
    Pos[1] = tVec[0];
    Pos[2] = tVec[1];
/*
    // covariance matrix
    TMatrixD fV = svd.GetV();
    PosCov(1, 1) = fV(0, 0);
    PosCov(2, 1) = fV(1, 0);
    PosCov(1, 2) = fV(0, 1);
    PosCov(2, 2) = fV(1, 1);
    // A conservative fake for Pos[0]
    PosCov(0, 0) = PosCov(1,1);
*/
    
  } // TrkLineFit()

Member Data Documentation

art::ServiceHandle<geo::Geometry> trkf::TrackLineFitAlg::geom

private

Definition at line 43 of file TrackLineFitAlg.h.

Referenced by TrkLineFit().

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The documentation for this class was generated from the following files:

• /cvmfs/larsoft.opensciencegrid.org/products/larreco/v07_10_02/source/larreco/RecoAlg/TrackLineFitAlg.h
• /cvmfs/larsoft.opensciencegrid.org/products/larreco/v07_10_02/source/larreco/RecoAlg/TrackLineFitAlg.cxx