HelpertRecHit2DLocalPos Class Reference

#include <HelpertRecHit2DLocalPos.h>

Static Public Member Functions
static void	getKfComponents (KfComponentsHolder &holder, const TrackingRecHit &hit2dLocalPos, const GeomDet &det)
static void	getKfComponents (KfComponentsHolder &holder, const SiStripRecHit1D &hit1D, const GeomDet &det)
	Fills in KFComponents delegating to hit1D, plus adding APE if available. More...
static AlgebraicSymMatrix	parError (const LocalError &le, const GeomDet &det)

Detailed Description

Definition at line 14 of file HelpertRecHit2DLocalPos.h.

Member Function Documentation

static void HelpertRecHit2DLocalPos::getKfComponents ( KfComponentsHolder &  holder, const TrackingRecHit &  hit2dLocalPos, const GeomDet &  det  )

inlinestatic

Fills in KFComponents delegating to hit2dLocalPos, plus adding APE if available hit2dLocalPos MUST BE a 2D rechit measuring local position (e.g. BaseTrackerRecHit2D)

Definition at line 27 of file HelpertRecHit2DLocalPos.h.

References TrackingRecHit::getKfComponents().

                                                                                                                   {
    hit2dLocalPos.getKfComponents(holder);
  }

static void HelpertRecHit2DLocalPos::getKfComponents ( KfComponentsHolder &  holder, const SiStripRecHit1D &  hit1D, const GeomDet &  det  )

inlinestatic

Fills in KFComponents delegating to hit1D, plus adding APE if available.

Definition at line 32 of file HelpertRecHit2DLocalPos.h.

References SiStripRecHit1D::getKfComponents().

                                                                                                            {
    hit1D.getKfComponents(holder);
  }

static AlgebraicSymMatrix HelpertRecHit2DLocalPos::parError ( const LocalError &  le, const GeomDet &  det  )

inlinestatic

Definition at line 17 of file HelpertRecHit2DLocalPos.h.

References visualization-live-secondInstance_cfg::m, LocalError::xx(), LocalError::xy(), and LocalError::yy().

Referenced by GenericProjectedRecHit2D::parametersError().

                                                                               {
    AlgebraicSymMatrix m(2);
    m[0][0] = le.xx();
    m[0][1] = le.xy();
    m[1][1] = le.yy();
    return m;
  }