#include <MeasurementProcessor.h>

Collaboration diagram for Trk::MeasurementProcessor:

Public Member Functions
	MeasurementProcessor (bool asymmetricCaloEnergy, Amg::MatrixX &derivativeMatrix, const ToolHandle< IIntersector > &intersector, std::vector< FitMeasurement * > &measurements, FitParameters *parameters, const ToolHandle< IIntersector > &rungeKuttaIntersector, const ToolHandle< IPropagator > &stepPropagator, int useStepPropagator)
	~MeasurementProcessor (void)
bool	calculateDerivatives (void)
bool	calculateFittedTrajectory (int iteration)
void	calculateResiduals (void)
void	fieldIntegralUncertainty (MsgStream &log, Amg::MatrixX &covariance)
void	propagationDerivatives (void)

Private Member Functions
void	clusterDerivatives (int derivativeFlag, FitMeasurement &measurement)
void	driftDerivatives (int derivativeFlag, FitMeasurement &measurement)
bool	extrapolateToMeasurements (ExtrapolationType type)

Private Attributes
std::vector< FitMeasurement * >	m_alignments
bool	m_asymmetricCaloEnergy
FitMeasurement *	m_caloEnergyMeasurement
double	m_cosPhi0
double	m_cosTheta0
double	m_delta [ExtrapolationTypes] {}
double	m_derivQOverP0
double	m_derivQOverP1
double	m_energyResidual
int	m_firstScatteringParameter
const ToolHandle< IIntersector > &	m_intersector
double	m_largeDeltaD0
double	m_largeDeltaPhi0
std::vector< FitMeasurement * > &	m_measurements
bool	m_numericDerivatives
FitParameters *	m_parameters
bool	m_phiInstability
double	m_qOverP [ExtrapolationTypes] {}
double	m_qOverPbeforeCalo
double	m_qOverPafterCalo
const ToolHandle< IIntersector > &	m_rungeKuttaIntersector
const ToolHandle< IPropagator > &	m_stepPropagator
int	m_useStepPropagator
std::vector< FitMeasurement * >	m_scatterers
double	m_sinPhi0
double	m_sinTheta0
TrackSurfaceIntersection	m_vertexIntersect
TrackSurfaceIntersection	m_intersectStartingValue
double	m_x0
double	m_y0
double	m_z0
Trk::MagneticFieldProperties	m_stepField

Detailed Description

Definition at line 31 of file MeasurementProcessor.h.

Constructor & Destructor Documentation

◆ MeasurementProcessor()

Trk::MeasurementProcessor::MeasurementProcessor	(	bool	asymmetricCaloEnergy,
		Amg::MatrixX &	derivativeMatrix,
		const ToolHandle< IIntersector > &	intersector,
		std::vector< FitMeasurement * > &	measurements,
		FitParameters *	parameters,
		const ToolHandle< IIntersector > &	rungeKuttaIntersector,
		const ToolHandle< IPropagator > &	stepPropagator,
		int	useStepPropagator )

Definition at line 30 of file MeasurementProcessor.cxx.

    : m_asymmetricCaloEnergy(asymmetricCaloEnergy),
      m_caloEnergyMeasurement(nullptr),
      m_cosPhi0(parameters->cosPhi()),
      m_cosTheta0(parameters->cosTheta()),
      m_derivQOverP0(0.),
      m_derivQOverP1(0.),
      m_energyResidual(0.),
      m_firstScatteringParameter(parameters->firstScatteringParameter()),
      // m_havePhiPseudo            (false),
      m_intersector(intersector),
      m_largeDeltaD0(50. * Gaudi::Units::mm),
      m_largeDeltaPhi0(0.05),
      // m_minDistanceForAngle      (2.*Gaudi::Units::mm),
      m_measurements(measurements),
      m_numericDerivatives(false),
      m_parameters(parameters),
      m_phiInstability(false),
      m_qOverPbeforeCalo(0.),
      m_qOverPafterCalo(0.),
      m_rungeKuttaIntersector(rungeKuttaIntersector),
      m_stepPropagator(stepPropagator),
      m_useStepPropagator(useStepPropagator),
      m_sinPhi0(parameters->sinPhi()),
      m_sinTheta0(parameters->sinTheta()),
      // m_toroidTurn           (0.1),
      m_vertexIntersect(),
      m_intersectStartingValue(),
      m_x0(parameters->position().x()),
      m_y0(parameters->position().y()),
      m_z0(parameters->position().z())
// m_zInstability           (false)
{
  m_alignments.reserve(10);
  m_intersectStartingValue = m_parameters->intersection();
  // bool haveDrift     = false;
  int numberPositionMeas = 0;
  // int numberPseudo       = 0;
  m_scatterers.reserve(100);
 
  // Field for StepPropagator
  m_stepField = Trk::MagneticFieldProperties(Trk::FullField);
  if (m_useStepPropagator == 2)
    m_stepField = Trk::MagneticFieldProperties(Trk::FastField);
 
  for (auto* m : m_measurements) {
    if (!m->numberDoF())
      continue;
    if (m->isAlignment())
      m_alignments.push_back(m);
    // if (m->isDrift())    haveDrift   = true;
    if (m->isPositionMeasurement())
      ++numberPositionMeas;
    // if (m->isPseudo())           ++numberPseudo;
    if (m->isScatterer())
      m_scatterers.push_back(m);
 
    // cache some variables when we fit calo energy deposit
    if (!m->isEnergyDeposit() || !m_parameters->fitMomentum())
      continue;
    m_caloEnergyMeasurement = m;
    if (numberPositionMeas < 5) {
      m_asymmetricCaloEnergy = false;
      m_caloEnergyMeasurement->setSigmaSymmetric();
    }
    m_qOverPbeforeCalo = m_parameters->qOverP();
    m_qOverPafterCalo = m->qOverP();
    if (m_qOverPbeforeCalo * m_qOverPafterCalo < 0.)
      m_qOverPafterCalo = m_qOverPbeforeCalo;
    m_parameters->qOverP1(m_qOverPafterCalo);
  }
 
  // // pseudoMeasurement projectivity constraint needed for some MS tracks
  // if (numberPseudo && (numberPseudo > 1 ||
  // m_measurements.front()->isVertex()))   m_phiInstability    = true;
 
  // for numerical derivs
  for (int typ = 0; typ != ExtrapolationTypes; ++typ) {
    m_delta[typ] = 0.0001;
    m_qOverP[typ] = m_parameters->qOverP();
  }
}

◆ ~MeasurementProcessor()

Trk::MeasurementProcessor::~MeasurementProcessor ( void )

default

Member Function Documentation

◆ calculateDerivatives()

bool Trk::MeasurementProcessor::calculateDerivatives ( void )

Definition at line 121 of file MeasurementProcessor.cxx.

                                                    {
  // extrapolate to all measurement surfaces to compute intersects for momentum
  // derivatives
  if (m_parameters->fitMomentum() && !extrapolateToMeasurements(DeltaQOverP0))
    return false;
  if (m_parameters->fitEnergyDeposit() &&
      !extrapolateToMeasurements(DeltaQOverP1))
    return false;
 
  // extrapolate for any other numeric derivatives
  if (m_numericDerivatives) {
    const double ptInv = std::abs(m_parameters->ptInv0());
    m_delta[DeltaD0] = 0.010 + 10.0 * ptInv;
    m_delta[DeltaZ0] = 0.010 + 10.0 * ptInv;
    m_delta[DeltaPhi0] = 0.0001 + 2.0 * ptInv;
    m_delta[DeltaTheta0] = 0.0005 + 2.0 * ptInv;
 
    TrackSurfaceIntersection intersection = m_vertexIntersect;
    m_vertexIntersect = TrackSurfaceIntersection(
        Amg::Vector3D(m_x0 - m_delta[DeltaD0] * m_sinPhi0,
                      m_y0 + m_delta[DeltaD0] * m_cosPhi0, m_z0),
        intersection.direction(), 0.);
    if (!extrapolateToMeasurements(DeltaD0)) {
      return false;
    }
    m_vertexIntersect = TrackSurfaceIntersection(
        Amg::Vector3D(m_x0, m_y0, m_z0 + m_delta[DeltaZ0]),
        intersection.direction(), 0.);
    if (!extrapolateToMeasurements(DeltaZ0)) {
      return false;
    }
    double sinTheta = intersection.direction().perp();
    const double delCF = 1. - (0.5 * m_delta[DeltaPhi0] * m_delta[DeltaPhi0]);
    const Amg::Vector3D direction(
        sinTheta * (m_cosPhi0 * delCF - m_sinPhi0 * m_delta[DeltaPhi0]),
        sinTheta * (m_sinPhi0 * delCF + m_cosPhi0 * m_delta[DeltaPhi0]),
        intersection.direction().z());
    m_vertexIntersect =
        TrackSurfaceIntersection(intersection.position(), direction, 0.);
    if (!extrapolateToMeasurements(DeltaPhi0)) {
      return false;
    }
    const double cotTheta =
        m_vertexIntersect.direction().z() / sinTheta + m_delta[DeltaTheta0];
    sinTheta = 1. / std::sqrt(1. + cotTheta * cotTheta);
    const Amg::Vector3D directionTheta(sinTheta * m_cosPhi0, sinTheta * m_sinPhi0,
                                 sinTheta * cotTheta);
    m_vertexIntersect =
        TrackSurfaceIntersection(intersection.position(), directionTheta, 0.);
    if (!extrapolateToMeasurements(DeltaTheta0)) {
      return false;
    }
    m_vertexIntersect = intersection;
  }
 
  // loop over measurements to compute derivatives:
  for (auto* m : m_measurements) {
    // strip detector types
    if (m->isCluster()) {
      clusterDerivatives(m->numberDoF(), *m);
    } else if (m->isDrift() || m->isPerigee() ||
               m->isPseudo())  // else drift circles
    {
      const TrackSurfaceIntersection& intersection =
          m->intersection(FittedTrajectory);
      Amg::Vector3D driftDirection =
          Amg::Vector3D(m->sensorDirection().cross(intersection.direction()));
      driftDirection = driftDirection.unit();
      m->minimizationDirection(driftDirection);
      driftDerivatives(m->numberDoF(), *m);
    } else if (m->isVertex()) {
      const TrackSurfaceIntersection& intersection =
          m->intersection(FittedTrajectory);
      Amg::Vector3D minimizationDirection =
          Amg::Vector3D(m->sensorDirection().cross(intersection.direction()));
      minimizationDirection = minimizationDirection.unit();
      m->minimizationDirection(minimizationDirection);
      m->derivative(D0,
                    m->weight() * (m_cosPhi0 * m->minimizationDirection().y() -
                                   m_sinPhi0 * m->minimizationDirection().x()));
      if (m->is2Dimensional())
        m->derivative2(Z0, m->weight2() * m->sensorDirection().z());
    } else if (!m->numberDoF()) {
      continue;
    } else if (m->isScatterer()) {
      unsigned param = m->lastParameter() - 2;
      m->derivative(
          param,
          m->weight() * m->intersection(FittedTrajectory).direction().perp());
      m->derivative2(++param, m->weight());
    } else if (m->isAlignment()) {
      unsigned param = m->firstParameter();
      m->derivative(param, m->weight());
      m->derivative2(++param, m->weight2());
    } else if (m->isEnergyDeposit()) {
      const double E0 = 1. / std::abs(m_qOverPbeforeCalo);
      const double E1 = 1. / std::abs(m_qOverPafterCalo);
      const double weight = m->weight();
      m->derivative(QOverP0,
                    weight * E0 / (m_qOverPbeforeCalo * Gaudi::Units::TeV));
      m->derivative(QOverP1,
                    -weight * E1 / (m_qOverPafterCalo * Gaudi::Units::TeV));
    } else {
      // report any mysteries ...
      continue;
    }
  }
 
  // flip step sign of numerical derivatives for next iteration
  if (m_numericDerivatives) {
    for (int typ = 1; typ != ExtrapolationTypes; ++typ)
      m_delta[typ] = -m_delta[typ];
  }
 
  return true;
}

◆ calculateFittedTrajectory()

bool Trk::MeasurementProcessor::calculateFittedTrajectory ( int iteration )

Definition at line 238 of file MeasurementProcessor.cxx.

                                                          {
  // cache frequently accessed parameters
  m_cosPhi0 = m_parameters->cosPhi();
  m_cosTheta0 = m_parameters->cosTheta();
  m_sinPhi0 = m_parameters->sinPhi();
  m_sinTheta0 = m_parameters->sinTheta();
  m_x0 = m_parameters->position().x();
  m_y0 = m_parameters->position().y();
  m_z0 = m_parameters->position().z();
 
  // start with intersection placed at perigee
  m_vertexIntersect = m_parameters->intersection();
 
  // increments for momentum derivatives (Mev^-1 : X-over at 30GeV)
  const double floor = 0.000000030;
  const double fraction = 0.0001;
  if (m_parameters->qOverP() < 0.) {
    m_delta[DeltaQOverP0] = floor - fraction * m_parameters->qOverP();
    m_delta[DeltaQOverP1] = m_delta[DeltaQOverP0];
  } else {
    m_delta[DeltaQOverP0] = -floor - fraction * m_parameters->qOverP();
    m_delta[DeltaQOverP1] = m_delta[DeltaQOverP0];
  }
  if (m_parameters->fitEnergyDeposit())
    m_delta[DeltaQOverP1] *= m_qOverPafterCalo / m_qOverPbeforeCalo;
 
  // TeV momentum scale to avoid magnitude mismatch (aka rounding)
  m_derivQOverP0 = 1. / (m_delta[DeltaQOverP0] * Gaudi::Units::TeV);
  m_derivQOverP1 = 1. / (m_delta[DeltaQOverP1] * Gaudi::Units::TeV);
 
  // and set qOverP
  for (double& typ : m_qOverP) {
    typ = m_parameters->qOverP();
  }
  m_qOverP[DeltaQOverP0] += m_delta[DeltaQOverP0];
 
  // use asymmetric error in case of significant energy deposit residual
  if (m_parameters->fitEnergyDeposit() && m_asymmetricCaloEnergy) {
    if (m_energyResidual * m_caloEnergyMeasurement->residual() < 0.) {
      m_caloEnergyMeasurement->setSigma();
      m_energyResidual = m_caloEnergyMeasurement->residual();
    } else if (m_energyResidual < 1. &&
               m_caloEnergyMeasurement->residual() > 1.) {
      m_caloEnergyMeasurement->setSigmaPlus();
      m_energyResidual = m_caloEnergyMeasurement->residual();
    } else if (m_energyResidual > -1. &&
               m_caloEnergyMeasurement->residual() < -1.) {
      m_caloEnergyMeasurement->setSigmaMinus();
      m_energyResidual = m_caloEnergyMeasurement->residual();
    }
  }
 
  // extrapolate to all measurement surfaces and compute intersects
  return extrapolateToMeasurements(FittedTrajectory);
}

◆ calculateResiduals()

void Trk::MeasurementProcessor::calculateResiduals ( void )

Definition at line 294 of file MeasurementProcessor.cxx.

                                                  {
  int nAlign = 0;
  int nScat = 0;
  for (auto* m : m_measurements) {
    if (!(*m).numberDoF())
      continue;
 
    // special measurements to constrain additional parameters
    if (!m->isPositionMeasurement()) {
      if (m->isScatterer())  // scattering centres
      {
        const double phiResidual =
            -m->weight() * m_parameters->scattererPhi(nScat) *
            m->intersection(FittedTrajectory).direction().perp();
        m->residual(phiResidual);
        const double thetaResidual =
            -m->weight() * m_parameters->scattererTheta(nScat);
        (*m).residual2(thetaResidual);
        ++nScat;
      } else if ((*m).isAlignment())  // alignment uncertainties
      {
        (*m).residual(-m->weight() *
                      (m_parameters->alignmentAngle(nAlign) -
                       m_parameters->alignmentAngleConstraint(nAlign)));
        (*m).residual2(-m->weight2() *
                       (m_parameters->alignmentOffset(nAlign) -
                        m_parameters->alignmentOffsetConstraint(nAlign)));
        ++nAlign;
      } else if (m->isEnergyDeposit()) {
        // Add the energy loss as a measurement
        const double E0 = 1. / std::abs(m_qOverPbeforeCalo);
        const double E1 = 1. / std::abs(m_qOverPafterCalo);
        const double residual = m->weight() * (E0 - E1 - m->energyLoss());
        m->residual(residual);
      }
      continue;
    }
 
    // position measurements
    const TrackSurfaceIntersection& intersection =
        m->intersection(FittedTrajectory);
    const Amg::Vector3D& minimizationDirection = m->minimizationDirection();
    Amg::Vector3D offset = m->position() - intersection.position();
    if (m->isCluster())  // strip detector types
    {
      double residual = m->weight() * minimizationDirection.dot(offset);
      if (m->alignmentParameter()) {
        // propagate to residual using derivatives
        unsigned param = m->alignmentParameter() - 1;
        unsigned deriv = m_parameters->numberParameters() -
                         2 * m_parameters->numberAlignments() + 2 * param;
        residual -=
            m_parameters->alignmentAngle(param) * m->derivative(deriv) +
            m_parameters->alignmentOffset(param) * m->derivative(deriv + 1);
 
        if (m->alignmentParameter2()) {
          // propagate to residual using derivatives
          param = m->alignmentParameter2() - 1;
          deriv = m_parameters->numberParameters() -
                  2 * m_parameters->numberAlignments() + 2 * param;
          residual -=
              m_parameters->alignmentAngle(param) * m->derivative(deriv) +
              m_parameters->alignmentOffset(param) * m->derivative(deriv + 1);
        }
      }
      m->residual(residual);
      if (!m->is2Dimensional())
        continue;
      const double residual2 = m->weight2() * m->sensorDirection().dot(offset);
      m->residual2(residual2);
    } else if (m->isDrift() ||
               m->isPerigee())  // else drift circles (perigee is similar)
    {
      double residual = m->weight() * (minimizationDirection.dot(offset) +
                                       m->signedDriftDistance());
      if (m->alignmentParameter()) {
        // propagate to residual using derivatives
        unsigned param = m->alignmentParameter() - 1;
        int deriv = m_parameters->numberParameters() -
                    2 * m_parameters->numberAlignments() + 2 * param;
        residual -=
            m_parameters->alignmentAngle(param) * m->derivative(deriv) +
            m_parameters->alignmentOffset(param) * m->derivative(deriv + 1);
        if (deriv != m_parameters->firstAlignmentParameter())
 
          if (m->alignmentParameter2()) {
            // propagate to residual using derivatives
            param = m->alignmentParameter2() - 1;
            deriv = m_parameters->numberParameters() -
                    2 * m_parameters->numberAlignments() + 2 * param;
            residual -=
                m_parameters->alignmentAngle(param) * m->derivative(deriv) +
                m_parameters->alignmentOffset(param) * m->derivative(deriv + 1);
          }
      }
      m->residual(residual);
      // std::cout << " residual " << residual*m->sigma()
      //          << "  drift distance " << m->signedDriftDistance() <<
      // std::endl;
    } else if (m->isPseudo())  // else pseudo measurement
    {
      const double residual = m->weight() * minimizationDirection.dot(offset);
      m->residual(residual);
      if (!m->is2Dimensional())
        continue;
      const double residual2 = m->weight2() * m->sensorDirection().dot(offset);
      m->residual2(residual2);
    } else if (m->isVertex()) {
      const double residual = m->weight() *
                        (minimizationDirection.x() * offset.x() +
                         minimizationDirection.y() * offset.y()) /
                        minimizationDirection.perp();
      m->residual(residual);
      if (!m->is2Dimensional())
        continue;
      const double residual2 = m->weight2() * m->sensorDirection().dot(offset);
      m->residual2(residual2);
    }
  }
}

◆ clusterDerivatives()

void Trk::MeasurementProcessor::clusterDerivatives	(	int	derivativeFlag,
		FitMeasurement &	measurement )

private

Definition at line 561 of file MeasurementProcessor.cxx.

                                                                           {
  // derivativeFlag definition: 0 take wrt Z0, 1 take wrt D0, 2 take wrt D0 and
  // Z0
  double weight = measurement.weight();
  const TrackSurfaceIntersection& intersection =
      measurement.intersection(FittedTrajectory);
  const Amg::Vector3D& minimizationDirection =
      measurement.minimizationDirection();
  const Amg::Vector3D& sensorDirection = measurement.sensorDirection();
 
  // protect against grazing incidence
  if (std::abs(measurement.normal().dot(intersection.direction())) < 0.001)
    return;
 
  // transverse distance to measurement
  const double xDistance = intersection.position().x() - m_x0;
  const double yDistance = intersection.position().y() - m_y0;
  const double rDistance = -(m_cosPhi0 * xDistance + m_sinPhi0 * yDistance) /
                     (m_sinTheta0 * m_sinTheta0);
 
  if (derivativeFlag != 0) {
    // momentum derivative - always numeric
    if (m_parameters->fitEnergyDeposit() && measurement.afterCalo()) {
      const Amg::Vector3D offset = measurement.intersection(DeltaQOverP1).position() -
                             intersection.position();
      measurement.derivative(
          QOverP1, weight * minimizationDirection.dot(offset) * m_derivQOverP1);
    } else if (m_parameters->fitMomentum()) {
      const Amg::Vector3D offset = measurement.intersection(DeltaQOverP0).position() -
                             intersection.position();
      measurement.derivative(
          QOverP0, weight * minimizationDirection.dot(offset) * m_derivQOverP0);
    }
 
    // analytic derivatives in longitudinal direction
    Amg::Vector3D weightedProjection =
        weight * sensorDirection.cross(intersection.direction()) /
        measurement.normal().dot(intersection.direction());
    measurement.derivative(Z0, weightedProjection.z());
    measurement.derivative(Theta0, weightedProjection.z() * rDistance);
 
    // numeric or analytic d0/phi derivative
    if (measurement.numericalDerivative()) {
      Amg::Vector3D offset = measurement.intersection(DeltaD0).position() -
                             intersection.position();
      measurement.derivative(
          D0, weight * minimizationDirection.dot(offset) / m_delta[DeltaD0]);
      //    offset = measurement.intersection(DeltaZ0).position() -
      // intersection.position();   measurement.derivative(
      // Z0,weight*minimizationDirection.dot(offset)/m_delta[DeltaZ0]);
      offset = measurement.intersection(DeltaPhi0).position() -
               intersection.position();
      measurement.derivative(Phi0, weight * minimizationDirection.dot(offset) /
                                       m_delta[DeltaPhi0]);
      //    offset = measurement.intersection(DeltaTheta0).position() -
      // intersection.position();   measurement.derivative(Theta0,
      //                   weight*minimizationDirection.dot(offset)/m_delta[DeltaTheta0]);
    } else {
      // transverse derivatives
      measurement.derivative(D0, m_cosPhi0 * weightedProjection.y() -
                                     m_sinPhi0 * weightedProjection.x());
      measurement.derivative(Phi0, xDistance * weightedProjection.y() -
                                       yDistance * weightedProjection.x());
    }
 
    // derivatives wrt multiple scattering parameters
    // similar to phi/theta
    unsigned param = m_parameters->firstScatteringParameter();
    std::vector<FitMeasurement*>::const_iterator s = m_scatterers.begin();
    while (++param < measurement.lastParameter()) {
      const TrackSurfaceIntersection& scatteringCentre =
          (**s).intersection(FittedTrajectory);
      const double xDistScat =
          intersection.position().x() - scatteringCentre.position().x();
      const double yDistScat =
          intersection.position().y() - scatteringCentre.position().y();
      const double rDistScat = -(scatteringCentre.direction().x() * xDistScat +
                           scatteringCentre.direction().y() * yDistScat) /
                         (scatteringCentre.direction().perp2() *
                          scatteringCentre.direction().perp());
      measurement.derivative(param, xDistScat * weightedProjection.y() -
                                        yDistScat * weightedProjection.x());
      measurement.derivative(++param, weightedProjection.z() * rDistScat);
      ++s;
    }
 
    if (measurement.alignmentParameter()) {
      // TODO: fix projection factors wrt principal measurement axis from
      // alignment surface
      param = measurement.alignmentParameter();
      FitMeasurement* fm = m_alignments[param - 1];
      param = m_parameters->numberParameters() -
              2 * m_parameters->numberAlignments() + 2 * (param - 1);
      double distance = fm->surface()->normal().dot(
          measurement.intersection(FittedTrajectory).position() -
          fm->intersection(FittedTrajectory).position());
      double projection = fm->surface()->normal().dot(
          measurement.intersection(FittedTrajectory).direction());
 
      measurement.derivative(param, weight * distance);
      measurement.derivative(++param, weight * projection);
      if (measurement.alignmentParameter2()) {
        param = measurement.alignmentParameter2();
        fm = m_alignments[param - 1];
        param = m_parameters->numberParameters() -
                2 * m_parameters->numberAlignments() + 2 * (param - 1);
        distance = fm->surface()->normal().dot(
            measurement.intersection(FittedTrajectory).position() -
            fm->intersection(FittedTrajectory).position());
        projection = fm->surface()->normal().dot(
            measurement.intersection(FittedTrajectory).direction());
        measurement.derivative(param, weight * distance);
        measurement.derivative(++param, weight * projection);
      }
    }
  }
 
  // similar derivatives for the 2nd dimension,
  // with minimization along sensor direction
  if (derivativeFlag == 1)
    return;
  weight = measurement.weight2();
 
  // momentum derivative - always numeric
  if (m_parameters->fitEnergyDeposit() && measurement.afterCalo()) {
    const Amg::Vector3D offset = measurement.intersection(DeltaQOverP1).position() -
                           intersection.position();
    measurement.derivative2(
        QOverP1, weight * sensorDirection.dot(offset) * m_derivQOverP1);
  } else if (m_parameters->fitMomentum()) {
    const Amg::Vector3D offset = measurement.intersection(DeltaQOverP0).position() -
                           intersection.position();
    measurement.derivative2(
        QOverP0, weight * sensorDirection.dot(offset) * m_derivQOverP0);
  }
 
  // analytic derivatives in longitudinal direction
  // FIXME: orthogonal to 1st coord for DOF != 2
  Amg::Vector3D weightedProjection =
      -weight * minimizationDirection.cross(intersection.direction()) /
      measurement.normal().dot(intersection.direction());
  measurement.derivative2(Z0, weightedProjection.z());
  measurement.derivative2(Theta0, weightedProjection.z() * rDistance);
 
  // numeric or analytic d0/phi derivative
  if (measurement.numericalDerivative()) {
    Amg::Vector3D offset =
        measurement.intersection(DeltaD0).position() - intersection.position();
    measurement.derivative2(
        D0, weight * sensorDirection.dot(offset) / m_delta[DeltaD0]);
    //  offset          = measurement.intersection(DeltaZ0).position() -
    // intersection.position();     measurement.derivative2(
    // Z0,weight*sensorDirection.dot(offset)/m_delta[DeltaZ0]);
    offset = measurement.intersection(DeltaPhi0).position() -
             intersection.position();
    measurement.derivative2(
        Phi0, weight * sensorDirection.dot(offset) / m_delta[DeltaPhi0]);
    //  offset          = measurement.intersection(DeltaTheta0).position()
    // - intersection.position();   measurement.derivative2(Theta0,
    //              weight*sensorDirection.dot(offset)/m_delta[DeltaTheta0]);
  } else {
    measurement.derivative2(D0, m_cosPhi0 * weightedProjection.y() -
                                    m_sinPhi0 * weightedProjection.x());
    measurement.derivative2(Phi0, xDistance * weightedProjection.y() -
                                      yDistance * weightedProjection.x());
  }
 
  // derivatives wrt multiple scattering parameters
  // similar to phi/theta
  unsigned param = m_parameters->firstScatteringParameter();
  std::vector<FitMeasurement*>::const_iterator s = m_scatterers.begin();
  while (++param < measurement.lastParameter()) {
    const TrackSurfaceIntersection& scatteringCentre =
        (**s).intersection(FittedTrajectory);
    const double xDistScat =
        intersection.position().x() - scatteringCentre.position().x();
    const double yDistScat =
        intersection.position().y() - scatteringCentre.position().y();
    const double rDistScat = -(scatteringCentre.direction().x() * xDistScat +
                         scatteringCentre.direction().y() * yDistScat) /
                       (scatteringCentre.direction().perp2() *
                        scatteringCentre.direction().perp());
    measurement.derivative2(param, xDistScat * weightedProjection.y() -
                                       yDistScat * weightedProjection.x());
    measurement.derivative2(++param, weightedProjection.z() * rDistScat);
    ++s;
  }
}

◆ driftDerivatives()

void Trk::MeasurementProcessor::driftDerivatives	(	int	derivativeFlag,
		FitMeasurement &	measurement )

private

Definition at line 751 of file MeasurementProcessor.cxx.

                                                                         {
  // transverse distance to measurement
  const TrackSurfaceIntersection& intersection =
      measurement.intersection(FittedTrajectory);
  const double xDistance = intersection.position().x() - m_x0;
  const double yDistance = intersection.position().y() - m_y0;
  const double rDistance = -(m_cosPhi0 * xDistance + m_sinPhi0 * yDistance) /
                     (m_sinTheta0 * m_sinTheta0);
 
  // derivativeFlag definition: 0 take wrt Z0, 1 take wrt D0, 2 take wrt D0 and
  // Z0
  if (derivativeFlag != 0) {
    const double weight = measurement.weight();
    const Amg::Vector3D& driftDirection = measurement.minimizationDirection();
    const double xDrift = driftDirection.x();
    const double yDrift = driftDirection.y();
 
    // momentum derivative - always numeric
    if (m_parameters->fitEnergyDeposit() && measurement.afterCalo()) {
      const Amg::Vector3D offset = measurement.intersection(DeltaQOverP1).position() -
                             intersection.position();
      measurement.derivative(
          QOverP1, weight * driftDirection.dot(offset) * m_derivQOverP1);
    } else if (m_parameters->fitMomentum()) {
      const Amg::Vector3D offset = measurement.intersection(DeltaQOverP0).position() -
                             intersection.position();
      measurement.derivative(
          QOverP0, weight * driftDirection.dot(offset) * m_derivQOverP0);
    }
 
    if (measurement.numericalDerivative()) {
      Amg::Vector3D offset = measurement.intersection(DeltaD0).position() -
                             intersection.position();
      measurement.derivative(
          D0, weight * driftDirection.dot(offset) / m_delta[DeltaD0]);
      //        offset      =
      // measurement.intersection(DeltaZ0).position() - intersection.position();
      //        measurement.derivative(
      // Z0,weight*driftDirection.dot(offset)/m_delta[DeltaZ0]);
      offset = measurement.intersection(DeltaPhi0).position() -
               intersection.position();
      measurement.derivative(
          Phi0, weight * driftDirection.dot(offset) / m_delta[DeltaPhi0]);
      //        offset      =
      // measurement.intersection(DeltaTheta0).position() -
      // intersection.position();
      //        measurement.derivative(Theta0,weight*driftDirection.dot(offset)/m_delta[DeltaTheta0]);
    } else if (
        m_phiInstability
        //       &&
        // std::abs(intersection.direction().z()*m_vertexIntersect->direction().perp()
        // -
        //           m_vertexIntersect->direction().z()*intersection.direction().perp())
        // > m_toroidTurn
        && !measurement.isPseudo()) {
      measurement.derivative(D0, 0.);
      measurement.derivative(Phi0, 0.);
    } else {
      measurement.derivative(
          D0, weight * (m_cosPhi0 * yDrift - m_sinPhi0 * xDrift));
      measurement.derivative(
          Phi0, weight * (xDistance * yDrift - yDistance * xDrift));
    }
 
    measurement.derivative(Z0, weight * driftDirection.z());
    measurement.derivative(Theta0, weight * driftDirection.z() * rDistance);
 
    // derivatives wrt multiple scattering parameters
    // similar to phi/theta
    unsigned param = m_parameters->firstScatteringParameter();
    std::vector<FitMeasurement*>::const_iterator s = m_scatterers.begin();
    while (++param < measurement.lastParameter()) {
      const TrackSurfaceIntersection& scatteringCentre =
          (**s).intersection(FittedTrajectory);
      const double xDistScat =
          intersection.position().x() - scatteringCentre.position().x();
      const double yDistScat =
          intersection.position().y() - scatteringCentre.position().y();
      const double rDistScat = -(scatteringCentre.direction().x() * xDistScat +
                           scatteringCentre.direction().y() * yDistScat) /
                         (scatteringCentre.direction().perp2() *
                          scatteringCentre.direction().perp());
      measurement.derivative(
          param, weight * (xDistScat * yDrift - yDistScat * xDrift));
      measurement.derivative(++param, weight * driftDirection.z() * rDistScat);
      ++s;
    }
 
    // derivatives wrt alignment parameters
    if (measurement.alignmentParameter()) {
      param = measurement.alignmentParameter();
      FitMeasurement* fm = m_alignments[param - 1];
      param = m_parameters->numberParameters() -
              2 * m_parameters->numberAlignments() + 2 * (param - 1);
 
      // angle derivative (delta_theta) similar to scatterer delta_theta
      const TrackSurfaceIntersection& alignmentCentre =
          fm->intersection(FittedTrajectory);
      double xDistance =
          intersection.position().x() - alignmentCentre.position().x();
      double yDistance =
          intersection.position().y() - alignmentCentre.position().y();
      double rDistance = -(alignmentCentre.direction().x() * xDistance +
                           alignmentCentre.direction().y() * yDistance) /
                         (alignmentCentre.direction().perp2() *
                          alignmentCentre.direction().perp());
      measurement.derivative(param, weight * driftDirection.z() * rDistance);
 
      // offset derivative: barrel (endcap) projection factor onto the surface
      // plane in the z (r) direction
      double projection = 0;
      const Surface& surface = *fm->surface();
      if (std::abs(surface.normal().z()) > 0.5) {
        projection = (driftDirection.x() * surface.center().x() +
                      driftDirection.y() * surface.center().y()) /
                     surface.center().perp();
      } else {
        projection = driftDirection.z();
      }
      measurement.derivative(++param, weight * projection);
 
      if (measurement.alignmentParameter2()) {
        param = measurement.alignmentParameter2();
        fm = m_alignments[param - 1];
        param = m_parameters->numberParameters() -
                2 * m_parameters->numberAlignments() + 2 * (param - 1);
 
        // angle derivative (delta_theta) similar to scatterer delta_theta
        const TrackSurfaceIntersection& alignmentCentre =
            fm->intersection(FittedTrajectory);
        xDistance =
            intersection.position().x() - alignmentCentre.position().x();
        yDistance =
            intersection.position().y() - alignmentCentre.position().y();
        rDistance = -(alignmentCentre.direction().x() * xDistance +
                      alignmentCentre.direction().y() * yDistance) /
                    (alignmentCentre.direction().perp2() *
                     alignmentCentre.direction().perp());
        measurement.derivative(param, weight * driftDirection.z() * rDistance);
 
        // offset derivative: barrel (endcap) projection factor onto the surface
        // plane in the z (r) direction
        const Surface& surface = *fm->surface();
        if (surface.normal().dot(surface.center().unit()) < 0.5) {
          projection = driftDirection.z();
        } else {
          projection = (driftDirection.x() * surface.center().x() +
                        driftDirection.y() * surface.center().y()) /
                       surface.center().perp();
        }
        measurement.derivative(++param, weight * projection);
      }
    }
  }
 
  // similar for derivatives along the wire direction
  if (derivativeFlag == 1)
    return;
  const double weight = measurement.weight2();
  const Amg::Vector3D& wireDirection = measurement.sensorDirection();
  const double xWire = wireDirection.x();
  const double yWire = wireDirection.y();
 
  // momentum derivative - always numeric
  if (m_parameters->fitEnergyDeposit() && measurement.afterCalo()) {
    const Amg::Vector3D offset = measurement.intersection(DeltaQOverP1).position() -
                           intersection.position();
    measurement.derivative2(
        QOverP1, weight * wireDirection.dot(offset) * m_derivQOverP1);
  } else if (m_parameters->fitMomentum()) {
    const Amg::Vector3D offset = measurement.intersection(DeltaQOverP0).position() -
                           intersection.position();
    measurement.derivative2(
        QOverP0, weight * wireDirection.dot(offset) * m_derivQOverP0);
  }
 
  if (measurement.numericalDerivative()) {
    Amg::Vector3D offset =
        measurement.intersection(DeltaD0).position() - intersection.position();
    measurement.derivative2(
        D0, weight * wireDirection.dot(offset) / m_delta[DeltaD0]);
    //      offset  = measurement.intersection(DeltaZ0).position() -
    // intersection.position();
    //      measurement.derivative(Z0,weight*wireDirection.dot(offset)/m_delta[DeltaZ0]);
    offset = measurement.intersection(DeltaPhi0).position() -
             intersection.position();
    measurement.derivative2(
        Phi0, weight * wireDirection.dot(offset) / m_delta[DeltaPhi0]);
    //      offset  = measurement.intersection(DeltaTheta0).position() -
    // intersection.position();
    //      measurement.derivative(Theta0,weight*wireDirection.dot(offset)/m_delta[DeltaTheta0]);
  } else {
    measurement.derivative2(D0,
                            weight * (m_cosPhi0 * yWire - m_sinPhi0 * xWire));
    measurement.derivative2(Phi0,
                            weight * (xDistance * yWire - yDistance * xWire));
  }
 
  measurement.derivative2(Z0, weight * wireDirection.z());
  measurement.derivative2(Theta0, weight * wireDirection.z() * rDistance);
 
  // derivatives wrt multiple scattering parameters
  // similar to phi/theta
  unsigned param = m_parameters->firstScatteringParameter();
  std::vector<FitMeasurement*>::const_iterator s = m_scatterers.begin();
  while (++param < measurement.lastParameter()) {
    const TrackSurfaceIntersection& scatteringCentre =
        (**s).intersection(FittedTrajectory);
    const double xDistScat =
        intersection.position().x() - scatteringCentre.position().x();
    const double yDistScat =
        intersection.position().y() - scatteringCentre.position().y();
    const double rDistScat = -(scatteringCentre.direction().x() * xDistScat +
                         scatteringCentre.direction().y() * yDistScat) /
                       (scatteringCentre.direction().perp2() *
                        scatteringCentre.direction().perp());
    measurement.derivative2(param,
                            weight * (xDistScat * yWire - yDistScat * xWire));
    measurement.derivative2(++param, weight * wireDirection.z() * rDistScat);
    ++s;
  }
}

◆ extrapolateToMeasurements()

bool Trk::MeasurementProcessor::extrapolateToMeasurements ( ExtrapolationType type )

private

Definition at line 975 of file MeasurementProcessor.cxx.

                                                                           {
  // extrapolate to all measurement surfaces
  int nScat = 0;
  double qOverP = m_qOverP[type];
  std::optional<TrackSurfaceIntersection> intersection = m_vertexIntersect;
  const Surface* surface = nullptr;
  const EventContext& ctx = Gaudi::Hive::currentContext();
  // careful: use RungeKutta for extrapolation to vertex measurement
  std::vector<FitMeasurement*>::iterator m = m_measurements.begin();
  if ((**m).isVertex()) {
    if (m_useStepPropagator == 99) {
      std::optional<TrackSurfaceIntersection> newIntersectionSTEP =
          m_stepPropagator->intersectSurface(ctx, *(**m).surface(),
                                             *intersection, qOverP, m_stepField,
                                             Trk::muon);
      double exdist = 0;
      if (newIntersectionSTEP)
        exdist =
            (newIntersectionSTEP->position() - intersection->position()).mag();
      intersection = m_rungeKuttaIntersector->intersectSurface(
          *(**m).surface(), *intersection, qOverP);
      if (newIntersectionSTEP) {
        const double dist =
            1000. *
            (newIntersectionSTEP->position() - intersection->position()).mag();
        std::cout << " iMeasProc 1 distance STEP and Intersector " << dist
                  << " ex dist " << exdist << std::endl;
        if (dist > 10.)
          std::cout << " iMeasProc 1 ALARM distance STEP and Intersector "
                    << dist << " ex dist " << exdist << std::endl;
      } else {
        if (intersection)
          std::cout << " iMeasProc 1 ALARM STEP did not intersect! "
                    << std::endl;
      }
    } else {
      intersection = m_useStepPropagator == 0
                         ? m_rungeKuttaIntersector->intersectSurface(
                               *(**m).surface(), *intersection, qOverP)
                         : m_stepPropagator->intersectSurface(
                               ctx, *(**m).surface(), *intersection, qOverP,
                               m_stepField, Trk::muon);
    }
    surface = (**m).surface();
    if (!intersection) {
      return false;
    }
    (**m).intersection(type, intersection);
    if (type == FittedTrajectory)
      (**m).qOverP(qOverP);
    ++m;
  }
 
  for (; m != m_measurements.end(); ++m) {
    if ((**m).afterCalo()) {
      if (type == DeltaQOverP0)
        continue;
    } else if (type == DeltaQOverP1) {
      intersection = (**m).intersection(FittedTrajectory);
      qOverP = (**m).qOverP();
      if ((**m).numberDoF() && (**m).isScatterer())
        ++nScat;
      continue;
    }
 
    // to avoid rounding: copy intersection if at previous surface
    if ((**m).surface() != surface) {
      if (m_useStepPropagator == 99) {
        std::optional<TrackSurfaceIntersection> newIntersectionSTEP =
            m_stepPropagator->intersectSurface(ctx, *(**m).surface(),
                                               *intersection, qOverP,
                                               m_stepField, Trk::muon);
        double exdist = 0;
        if (newIntersectionSTEP)
          exdist = (newIntersectionSTEP->position() - intersection->position())
                       .mag();
 
        intersection = m_intersector->intersectSurface(*(**m).surface(),
                                                       *intersection, qOverP);
        if (newIntersectionSTEP) {
          const double dist = 1000. * (newIntersectionSTEP->position() -
                                 intersection->position())
                                    .mag();
          std::cout << " iMeasProc 2 distance STEP and Intersector " << dist
                    << " ex dist " << exdist << std::endl;
          if (dist > 10.)
            std::cout << " iMeasProc 2 ALARM distance STEP and Intersector "
                      << dist << " ex dist " << exdist << std::endl;
        } else {
          if (intersection)
            std::cout << " iMeasProc 2 ALARM STEP did not intersect! "
                      << std::endl;
        }
      } else {
        intersection = m_useStepPropagator == 0
                           ? m_intersector->intersectSurface(
                                 *(**m).surface(), *intersection, qOverP)
                           : m_stepPropagator->intersectSurface(
                                 ctx, *(**m).surface(), *intersection, qOverP,
                                 m_stepField, Trk::muon);
      }
      surface = (**m).surface();
    } else {
      intersection = TrackSurfaceIntersection(*intersection);
    }
    if (!intersection) {
      return false;
    }
 
    // alignment and material effects (energy loss and trajectory deviations)
    if ((**m).isEnergyDeposit() || (**m).isScatterer()) {
      // apply fitted parameters
      if ((**m).numberDoF()) {
        if ((**m).isEnergyDeposit())  // reserved for calorimeter
        {
          if (type == FittedTrajectory) {
            m_qOverPbeforeCalo = qOverP;
            m_qOverPafterCalo = m_parameters->qOverP1();
            qOverP = m_qOverPafterCalo;
            (**m).qOverP(qOverP);
          } else if (type == DeltaQOverP1) {
            intersection =
                TrackSurfaceIntersection((**m).intersection(FittedTrajectory));
            qOverP = m_qOverPafterCalo + m_delta[DeltaQOverP1];
          } else {
            qOverP = m_qOverPafterCalo;
          }
          (**m).intersection(type, intersection);
          continue;
        }
 
        if ((**m).isScatterer())  // scattering centre
        {
          // update track direction for fitted scattering
          const double sinDeltaPhi = std::sin(m_parameters->scattererPhi(nScat));
          const double cosDeltaPhi = std::sqrt(1. - sinDeltaPhi * sinDeltaPhi);
          const double sinDeltaTheta = std::sin(m_parameters->scattererTheta(nScat));
          double tanDeltaTheta = sinDeltaTheta;
          if (std::abs(sinDeltaTheta) < 1.)
            tanDeltaTheta /= std::sqrt(1. - sinDeltaTheta * sinDeltaTheta);
          Amg::Vector3D trackDirection(intersection->direction());
          trackDirection /= trackDirection.perp();
          const double cosPhi = trackDirection.x() * cosDeltaPhi -
                          trackDirection.y() * sinDeltaPhi;
          const double sinPhi = trackDirection.y() * cosDeltaPhi +
                          trackDirection.x() * sinDeltaPhi;
          const double cotTheta = (trackDirection.z() - tanDeltaTheta) /
                            (1. + trackDirection.z() * tanDeltaTheta);
          trackDirection = Amg::Vector3D(cosPhi, sinPhi, cotTheta);
          trackDirection = trackDirection.unit();
          intersection =
              TrackSurfaceIntersection(intersection->position(), trackDirection,
                                       intersection->pathlength());
          ++nScat;
        }
      }
    }
 
    // apply unfitted energy loss
    if (m_parameters->fitMomentum()) {
      // at extreme momenta use series expansion to avoid rounding (or FPE)
      if (m_parameters->extremeMomentum()) {
        const double loss = (**m).energyLoss() * std::abs(qOverP);
        qOverP *= 1. + loss + loss * loss + loss * loss * loss;
      } else {
        double momentum = 1. / qOverP;
        if (momentum > 0.) {
          momentum -= (**m).energyLoss();
        } else {
          momentum += (**m).energyLoss();
        }
        qOverP = 1. / momentum;
      }
    }
 
    // store intersection and momentum vector (leaving surface)
    if (type == FittedTrajectory)
      (**m).qOverP(qOverP);
    (**m).intersection(type, intersection);
  }
 
  return true;
}

◆ fieldIntegralUncertainty()

void Trk::MeasurementProcessor::fieldIntegralUncertainty	(	MsgStream &	log,
		Amg::MatrixX &	covariance )

Definition at line 415 of file MeasurementProcessor.cxx.

                                                                            {
  // check field integral stability if there is a large error on the start
  // position/direction but only meaningful when material taken into account
  if (!m_parameters->numberScatterers() ||
      !Amg::hasPositiveOrZeroDiagElems(covariance))
    return;
 
  if (covariance(0, 0) + covariance(1, 1) < m_largeDeltaD0 * m_largeDeltaD0 &&
      covariance(2, 2) < m_largeDeltaPhi0 * m_largeDeltaPhi0)
    return;
 
  // FIXME: must also account for asymmetry in case of large momentum error
  //        when momentum correlation terms can be significantly overestimated
 
  // assume fieldIntegral proportional to angular deflection from vertex to last
  // measurement as problems are always in the toroid take the theta deflection
  // contribution to qOverP
  double sinTheta =
      1. / std::sqrt(1. + m_parameters->cotTheta() * m_parameters->cotTheta());
  Amg::Vector3D startDirection(sinTheta * m_parameters->cosPhi(),
                               sinTheta * m_parameters->sinPhi(),
                               sinTheta * m_parameters->cotTheta());
  const FitMeasurement& lastMeas = **m_measurements.rbegin();
  Amg::Vector3D endDirection =
      lastMeas.intersection(FittedTrajectory).direction();
  if (startDirection.z() == 0. || endDirection.z() == 0.)
    return;
 
  const double deflectionPhi = startDirection.x() * endDirection.y() -
                         startDirection.y() * endDirection.x();
  const double deflectionTheta = startDirection.perp() * endDirection.z() -
                           startDirection.z() * endDirection.perp();
 
  // poorly measured phi
  const double shiftPhi0 = std::sqrt(covariance(2, 2));
  if (shiftPhi0 > m_largeDeltaPhi0) {
    const Amg::Vector3D vertex(m_parameters->position());
    const double cosPhi = m_parameters->cosPhi() - m_parameters->sinPhi() * shiftPhi0;
    const double sinPhi = m_parameters->sinPhi() + m_parameters->cosPhi() * shiftPhi0;
    const double cotTheta = m_parameters->cotTheta();
    sinTheta = 1. / std::sqrt(1. + cotTheta * cotTheta);
    startDirection = Amg::Vector3D(sinTheta * cosPhi, sinTheta * sinPhi,
                                   sinTheta * cotTheta);
    m_vertexIntersect = TrackSurfaceIntersection(vertex, startDirection, 0.);
    if (!extrapolateToMeasurements(DeltaPhi0))
      return;
 
    endDirection = lastMeas.intersection(DeltaPhi0).direction();
    const double deltaPhi = startDirection.x() * endDirection.y() -
                      startDirection.y() * endDirection.x() - deflectionPhi;
    const double deltaTheta = startDirection.perp() * endDirection.z() -
                        startDirection.z() * endDirection.perp() -
                        deflectionTheta;
    covariance(3, 3) += deltaTheta * deltaTheta;
    if (std::abs(deflectionTheta) > 0.0001) {
      const double deltaQOverP =
          (deltaTheta / deflectionTheta) * m_parameters->qOverP();
      covariance(4, 4) += deltaQOverP * deltaQOverP;
    }
    if (log.level() < MSG::DEBUG) {
      log << MSG::VERBOSE << std::setiosflags(std::ios::fixed)
          << " fieldIntegralUncertainty: "
          << "  shiftPhi0 " << std::setw(8) << std::setprecision(3) << shiftPhi0
          << " deflection (phi,theta) " << std::setw(8) << std::setprecision(4)
          << deflectionPhi << std::setw(8) << std::setprecision(4)
          << deflectionTheta << "   diff " << std::setw(8)
          << std::setprecision(4) << deltaPhi << std::setw(8)
          << std::setprecision(4) << deltaTheta << endmsg;
      return;
    }
  } else {
    // compute average deflection for a one sigma move towards origin
    double shiftD0 = std::sqrt(covariance(0, 0));
    double shiftZ0 = std::sqrt(covariance(1, 1));
    if (m_parameters->d0() > 0.)
      shiftD0 = -shiftD0;
    if (m_parameters->position().z() > 0.)
      shiftZ0 = -shiftZ0;
 
    Amg::Vector3D vertex(-shiftD0 * m_parameters->sinPhi(),
                         shiftD0 * m_parameters->cosPhi(), shiftZ0);
    vertex += m_parameters->position();
    const double dPhi = covariance(0, 2) / shiftD0;
    const double cosPhi = m_parameters->cosPhi() - m_parameters->sinPhi() * dPhi;
    const double sinPhi = m_parameters->sinPhi() + m_parameters->cosPhi() * dPhi;
    double cotTheta = m_parameters->cotTheta();
    sinTheta = 1. / std::sqrt(1. + cotTheta * cotTheta);
    cotTheta -= covariance(1, 3) / (shiftZ0 * sinTheta * sinTheta);
    startDirection = Amg::Vector3D(sinTheta * cosPhi, sinTheta * sinPhi,
                                   sinTheta * cotTheta);
    m_vertexIntersect = TrackSurfaceIntersection(vertex, startDirection, 0.);
    if (!extrapolateToMeasurements(DeltaD0))
      return;
 
    endDirection = lastMeas.intersection(DeltaD0).direction();
    const double deltaPhi = startDirection.x() * endDirection.y() -
                      startDirection.y() * endDirection.x() - deflectionPhi;
    const double deltaTheta = startDirection.perp() * endDirection.z() -
                        startDirection.z() * endDirection.perp() -
                        deflectionTheta;
 
    covariance(2, 2) += deltaPhi * deltaPhi;
    covariance(3, 3) += deltaTheta * deltaTheta;
    if (std::abs(deflectionTheta) > 0.0001) {
      const double deltaQOverP =
          (deltaTheta / deflectionTheta) * m_parameters->qOverP();
      covariance(4, 4) += deltaQOverP * deltaQOverP;
    }
 
    if (log.level() < MSG::DEBUG) {
      log << MSG::VERBOSE << std::setiosflags(std::ios::fixed)
          << " fieldIntegralUncertainty: "
          << "  shiftD0 " << std::setw(8) << std::setprecision(1) << shiftD0
          << "  shiftZ0 " << std::setw(8) << std::setprecision(1) << shiftZ0
          << " deflection (phi,theta) " << std::setw(8) << std::setprecision(4)
          << deflectionPhi << std::setw(8) << std::setprecision(4)
          << deflectionTheta << "   diff " << std::setw(8)
          << std::setprecision(4) << deltaPhi << std::setw(8)
          << std::setprecision(4) << deltaTheta << endmsg;
    }
  }
}

◆ propagationDerivatives()

void Trk::MeasurementProcessor::propagationDerivatives ( void )

Definition at line 539 of file MeasurementProcessor.cxx.

                                                      {
  // compute additional derivatives when needed for covariance propagation.
  //   loop over measurements:
  for (auto* m : m_measurements) {
    // compute the D0 and Z0 derivs that don't already exist
    if (!m->isPositionMeasurement() || m->numberDoF() > 1)
      continue;
    int derivativeFlag = 0;
    if (m->numberDoF()) {
      derivativeFlag = 0;
    } else {
      derivativeFlag = 2;
    }
 
    if (m->isCluster()) {
      clusterDerivatives(derivativeFlag, *m);
    } else if (m->isDrift() || m->isPerigee() || m->isPseudo()) {
      driftDerivatives(derivativeFlag, *m);
    }
  }
}

Member Data Documentation

◆ m_alignments

std::vector<FitMeasurement*> Trk::MeasurementProcessor::m_alignments

private

Definition at line 58 of file MeasurementProcessor.h.

◆ m_asymmetricCaloEnergy

bool Trk::MeasurementProcessor::m_asymmetricCaloEnergy

private

Definition at line 59 of file MeasurementProcessor.h.

◆ m_caloEnergyMeasurement

FitMeasurement* Trk::MeasurementProcessor::m_caloEnergyMeasurement

private

Definition at line 60 of file MeasurementProcessor.h.

◆ m_cosPhi0

double Trk::MeasurementProcessor::m_cosPhi0

private

Definition at line 61 of file MeasurementProcessor.h.

◆ m_cosTheta0

double Trk::MeasurementProcessor::m_cosTheta0

private

Definition at line 62 of file MeasurementProcessor.h.

◆ m_delta

double Trk::MeasurementProcessor::m_delta[ExtrapolationTypes] {}

private

Definition at line 63 of file MeasurementProcessor.h.

63{};

◆ m_derivQOverP0

double Trk::MeasurementProcessor::m_derivQOverP0

private

Definition at line 64 of file MeasurementProcessor.h.

◆ m_derivQOverP1

double Trk::MeasurementProcessor::m_derivQOverP1

private

Definition at line 65 of file MeasurementProcessor.h.

◆ m_energyResidual

double Trk::MeasurementProcessor::m_energyResidual

private

Definition at line 66 of file MeasurementProcessor.h.

◆ m_firstScatteringParameter

int Trk::MeasurementProcessor::m_firstScatteringParameter

private

Definition at line 67 of file MeasurementProcessor.h.

◆ m_intersector

const ToolHandle<IIntersector>& Trk::MeasurementProcessor::m_intersector

private

Definition at line 69 of file MeasurementProcessor.h.

◆ m_intersectStartingValue

TrackSurfaceIntersection Trk::MeasurementProcessor::m_intersectStartingValue

private

Definition at line 88 of file MeasurementProcessor.h.

◆ m_largeDeltaD0

double Trk::MeasurementProcessor::m_largeDeltaD0

private

Definition at line 70 of file MeasurementProcessor.h.

◆ m_largeDeltaPhi0

double Trk::MeasurementProcessor::m_largeDeltaPhi0

private

Definition at line 71 of file MeasurementProcessor.h.

◆ m_measurements

std::vector<FitMeasurement*>& Trk::MeasurementProcessor::m_measurements

private

Definition at line 72 of file MeasurementProcessor.h.

◆ m_numericDerivatives

bool Trk::MeasurementProcessor::m_numericDerivatives

private

Definition at line 74 of file MeasurementProcessor.h.

◆ m_parameters

FitParameters* Trk::MeasurementProcessor::m_parameters

private

Definition at line 75 of file MeasurementProcessor.h.

◆ m_phiInstability

bool Trk::MeasurementProcessor::m_phiInstability

private

Definition at line 76 of file MeasurementProcessor.h.

◆ m_qOverP

double Trk::MeasurementProcessor::m_qOverP[ExtrapolationTypes] {}

private

Definition at line 77 of file MeasurementProcessor.h.

77{};

◆ m_qOverPafterCalo

double Trk::MeasurementProcessor::m_qOverPafterCalo

private

Definition at line 79 of file MeasurementProcessor.h.

◆ m_qOverPbeforeCalo

double Trk::MeasurementProcessor::m_qOverPbeforeCalo

private

Definition at line 78 of file MeasurementProcessor.h.

◆ m_rungeKuttaIntersector

const ToolHandle<IIntersector>& Trk::MeasurementProcessor::m_rungeKuttaIntersector

private

Definition at line 80 of file MeasurementProcessor.h.

◆ m_scatterers

std::vector<FitMeasurement*> Trk::MeasurementProcessor::m_scatterers

private

Definition at line 83 of file MeasurementProcessor.h.

◆ m_sinPhi0

double Trk::MeasurementProcessor::m_sinPhi0

private

Definition at line 84 of file MeasurementProcessor.h.

◆ m_sinTheta0

double Trk::MeasurementProcessor::m_sinTheta0

private

Definition at line 85 of file MeasurementProcessor.h.

◆ m_stepField

Trk::MagneticFieldProperties Trk::MeasurementProcessor::m_stepField

private

Definition at line 93 of file MeasurementProcessor.h.

◆ m_stepPropagator

const ToolHandle<IPropagator>& Trk::MeasurementProcessor::m_stepPropagator

private

Definition at line 81 of file MeasurementProcessor.h.

◆ m_useStepPropagator

int Trk::MeasurementProcessor::m_useStepPropagator

private

Definition at line 82 of file MeasurementProcessor.h.

◆ m_vertexIntersect

TrackSurfaceIntersection Trk::MeasurementProcessor::m_vertexIntersect

private

Definition at line 87 of file MeasurementProcessor.h.

◆ m_x0

double Trk::MeasurementProcessor::m_x0

private

Definition at line 89 of file MeasurementProcessor.h.

◆ m_y0

double Trk::MeasurementProcessor::m_y0

private

Definition at line 90 of file MeasurementProcessor.h.

◆ m_z0

double Trk::MeasurementProcessor::m_z0

private

Definition at line 91 of file MeasurementProcessor.h.

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

Public Member Functions

Private Member Functions

Private Attributes

Detailed Description

Constructor & Destructor Documentation

◆ MeasurementProcessor()

◆ ~MeasurementProcessor()

Member Function Documentation

◆ calculateDerivatives()

◆ calculateFittedTrajectory()

◆ calculateResiduals()

◆ clusterDerivatives()

◆ driftDerivatives()

◆ extrapolateToMeasurements()

◆ fieldIntegralUncertainty()

◆ propagationDerivatives()

Member Data Documentation

◆ m_alignments

◆ m_asymmetricCaloEnergy

◆ m_caloEnergyMeasurement

◆ m_cosPhi0

◆ m_cosTheta0

◆ m_delta

◆ m_derivQOverP0

◆ m_derivQOverP1

◆ m_energyResidual

◆ m_firstScatteringParameter

◆ m_intersector

◆ m_intersectStartingValue

◆ m_largeDeltaD0

◆ m_largeDeltaPhi0

◆ m_measurements

◆ m_numericDerivatives

◆ m_parameters

◆ m_phiInstability

◆ m_qOverP

◆ m_qOverPafterCalo

◆ m_qOverPbeforeCalo

◆ m_rungeKuttaIntersector

◆ m_scatterers

◆ m_sinPhi0

◆ m_sinTheta0

◆ m_stepField

◆ m_stepPropagator

◆ m_useStepPropagator

◆ m_vertexIntersect

◆ m_x0

◆ m_y0

◆ m_z0