EnergyMomentumOperations.hpp File Reference

Relativistic energy momentum calculations. More...

#include <corsika/framework/core/PhysicalUnits.hpp>
#include <corsika/framework/core/PhysicalGeometry.hpp>
#include <corsika/framework/core/PhysicalConstants.hpp>

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Namespaces
	corsika
	`, since they are used everywhere as integral part of the framework.

Typedefs
using	corsika::detail::HEPEnergyTypeSqr = decltype(1_GeV *1_GeV)

Functions
auto constexpr	corsika::calculate_mass_sqr (HEPEnergyType const E, HEPMomentumType const p)
	\[m^2=E_{tot}^2-p^2\] More...
HEPEnergyType constexpr	corsika::calculate_mass (HEPEnergyType const E, HEPMomentumType const p)
	\[m=sqrt(E_{tot}^2-p^2) \] More...
auto constexpr	corsika::calculate_momentum_sqr (HEPEnergyType const E, HEPMassType const m)
	\[p^2=E_{tot}^2-m^2\] More...
HEPEnergyType constexpr	corsika::calculate_momentum (HEPEnergyType const E, HEPMassType const m)
	\[p=sqrt(E_{tot}^2-m^2) \] More...
auto constexpr	corsika::calculate_total_energy_sqr (HEPMomentumType const p, HEPMassType const m)
	\[E_{tot}^2=p^2+m^2\] More...
HEPEnergyType constexpr	corsika::calculate_total_energy (HEPMomentumType const p, HEPMassType const m)
	\[E_{tot}=sqrt(p^2+m^2)\] More...
HEPEnergyType constexpr	corsika::calculate_kinetic_energy (HEPMomentumType const p, HEPMassType const m)
	\[E_{kin}=sqrt(p^2+m^2) - m \] More...
HEPEnergyType constexpr	corsika::calculate_lab_energy (detail::HEPEnergyTypeSqr sqrtS_sqr, HEPMassType const m_proj, HEPMassType const m_targ)
	\[E_{lab}=(\sqrt{s}^2 - m_{proj}^2 - m_{targ}^2) / (2 m_{targ}) \] More...
HEPEnergyType constexpr	corsika::calculate_com_energy (HEPEnergyType Elab, HEPMassType const m_proj, HEPMassType const m_targ)
	\[E_{com}=sqrt{2 * m_{proj} * m_{targ} * E_{lab} + m_{proj}^2 + m_{targ}^2} \] More...

Detailed Description

Relativistic energy momentum calculations.

Definition in file EnergyMomentumOperations.hpp.