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DD4hep - The AIDA detector description toolkit for high energy physics experiments
DD4hep
Rev:Unversioneddirectory
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#include <cmath>
#include <vector>
Go to the source code of this file.
Namespaces | |
DD4hep | |
Namespace for the AIDA detector description toolkit. | |
DD4hep::DDSegmentation | |
Namespace for base segmentations. | |
DD4hep::DDSegmentation::Util | |
Functions | |
double | DD4hep::DDSegmentation::Util::magFromXYZ (const Vector3D &position) |
Conversions from Cartesian to cylindrical/spherical coordinates ///. More... | |
double | DD4hep::DDSegmentation::Util::radiusFromXYZ (const Vector3D &position) |
calculates the radius in the xy-plane from Cartesian coordinates More... | |
double | DD4hep::DDSegmentation::Util::thetaFromXYZ (const Vector3D &position) |
calculates the polar angle theta from Cartesian coordinates More... | |
double | DD4hep::DDSegmentation::Util::phiFromXYZ (const Vector3D &position) |
calculates the azimuthal angle phi from Cartesian coordinates More... | |
Vector3D | DD4hep::DDSegmentation::Util::positionFromRPhiZ (double r, double phi, double z) |
Conversions from cylindrical to Cartesian coordinates ///. More... | |
double | DD4hep::DDSegmentation::Util::magFromRPhiZ (double r, double, double z) |
calculates the radius in xyz from cylindrical coordinates More... | |
double | DD4hep::DDSegmentation::Util::xFromRPhiZ (double r, double phi, double) |
calculates x from cylindrical coordinates More... | |
double | DD4hep::DDSegmentation::Util::yFromRPhiZ (double r, double phi, double) |
calculates y from cylindrical coordinates More... | |
double | DD4hep::DDSegmentation::Util::thetaFromRPhiZ (double r, double, double z) |
calculates the polar angle theta from cylindrical coordinates More... | |
Vector3D | DD4hep::DDSegmentation::Util::positionFromRThetaPhi (double r, double theta, double phi) |
Conversions from spherical to Cartesian coordinates ///. More... | |
Vector3D | DD4hep::DDSegmentation::Util::positionFromMagThetaPhi (double mag, double theta, double phi) |
calculates the Cartesian position from spherical coordinates More... | |