Kinematics tools
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[[Event_selection_framework]] | [[Event_selection_framework]] | ||
− | Kinematic tools are defined in [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics | + | Kinematic tools are defined in [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics Common/Kinematics] package. SCT kinematics classes are based on <code>Eigen3</code> library. ROOT implementation of vectors and matrices is abandoned intentionally as too slow. |
== Main definitions == | == Main definitions == | ||
− | Main set of aliases for basic kinematic entities in namespace <code>sct</code> is located in [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics/KineTypedefs.h | + | Main set of aliases for basic kinematic entities in namespace <code>sct</code> is located in [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics/KineTypedefs.h KineTypedefs.h]. |
+ | These aliases are to be used at maximum extent in the Aurora framework. | ||
{|class="wikitable" style="text-align: center; color: black;" width=700 | {|class="wikitable" style="text-align: center; color: black;" width=700 | ||
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== sct::kine::ThreeVector == | == sct::kine::ThreeVector == | ||
− | [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics/ThreeVector.h | + | [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics/ThreeVector.h ThreeVector.h] (contributors: D. Yakovlev, V. Vorobyev) |
The ThreeVector class is a template class inherits from <code>Eigen::Matrix<ftype, 1, 3></code> | The ThreeVector class is a template class inherits from <code>Eigen::Matrix<ftype, 1, 3></code> | ||
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template <typename ftype> | template <typename ftype> | ||
inline ftype angle(const ThreeVector<ftype>& v1, const ThreeVector<ftype> v2) | inline ftype angle(const ThreeVector<ftype>& v1, const ThreeVector<ftype> v2) | ||
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</code> | </code> | ||
+ | |||
+ | == sct::kine::FourVector == | ||
+ | [https://git.inp.nsk.su/sctau/aurora/-/blob/master/Common/Kinematics/Kinematics/FourVector.h FourVector.h] (contributors: D. Yakovlev, V. Vorobyev) | ||
--[[User:V.S.Vorobev|V.S.Vorobev]] ([[User talk:V.S.Vorobev|talk]]) 21:53, 25 April 2020 (+07) | --[[User:V.S.Vorobev|V.S.Vorobev]] ([[User talk:V.S.Vorobev|talk]]) 21:53, 25 April 2020 (+07) |
Latest revision as of 00:49, 4 May 2020
Kinematic tools are defined in Common/Kinematics package. SCT kinematics classes are based on Eigen3
library. ROOT implementation of vectors and matrices is abandoned intentionally as too slow.
[edit] Main definitions
Main set of aliases for basic kinematic entities in namespace sct
is located in KineTypedefs.h.
These aliases are to be used at maximum extent in the Aurora framework.
Entity | Alias | Source |
---|---|---|
1D vector | Vector1D | Eigen::Matrix<ftype, 1, S> |
Three-vector | ThreeVector | sct::kine::ThreeVector<> |
Lorentz-vector | FourVector | sct::kine::FourVector<> |
Matrix | template<size_t D1, size_t D2> Matrix | Eigen::Matrix<ftype, D1, D2> |
Square Matrix | template<size_t S> SquareMatrix | Eigen::Matrix<ftype, S, S> |
3x3 matrix | ThreeMatrix | SquareMatrix<3> |
4x4 matrix | FourMatrix | SquareMatrix<4> |
Several APIs are described in detail below.
[edit] sct::kine::ThreeVector
ThreeVector.h (contributors: D. Yakovlev, V. Vorobyev)
The ThreeVector class is a template class inherits from Eigen::Matrix<ftype, 1, 3>
template <typename ftype = double> class ThreeVector : public Eigen::Matrix<ftype, 1, 3>
ThreeVector can be initialized with Cartesian or polar coordinates:
ThreeVector v1(x, y, z); ThreeVector v2 = ThreeVector::fromRPhiCosth(r, phi, costh)
Operation | ThreeVector API | TVector3 API |
---|---|---|
x component | x(), px() | X(), Px() |
y component | y(), py() | Y(), Py() |
z component | z(), pz() | Z(), Pz() |
Transverse momentum | pt() | Pt(), Perp() |
Norm | norm() | Mag() |
Squared norm | norm2(), squaredNorm() | Mag2() |
Rotation around x axis | RotateX(double) | RotateX (Double_t) |
Rotation around y axis | RotateY(double) | RotateY (Double_t) |
Rotation around z axis | RotateZ(double) | RotateZ (Double_t) |
The angle between two vectors can be obtained with
template <typename ftype> inline ftype angle(const ThreeVector<ftype>& v1, const ThreeVector<ftype> v2)
[edit] sct::kine::FourVector
FourVector.h (contributors: D. Yakovlev, V. Vorobyev)
--V.S.Vorobev (talk) 21:53, 25 April 2020 (+07)