A 4-component Lorentz vector. More...

#include <LorentzVector.h>

Inheritance diagram for ThePEG::LorentzVector< Value >:

[legend]

Public Member Functions
Constructors.
	LorentzVector ()

	LorentzVector (Value x, Value y, Value z, Value t)

	LorentzVector (const ThreeVector< Value > &v, Value t)

template<typename U >
	LorentzVector (const LorentzVector< U > &v)

template<typename ValueB >
LorentzVector< Value > &	operator= (const LorentzVector< ValueB > &b)
	Assignment operator.

Component access methods.
Value	x () const

Value	y () const

Value	z () const

Value	t () const

Value	e () const

Component set methods.
void	setX (Value x)

void	setY (Value y)

void	setZ (Value z)

void	setT (Value t)

void	setE (Value e)

ThreeVector< Value >	vect () const
	Access to the 3-component part.

	operator ThreeVector< Value > () const
	Cast to the 3-component part.

void	setVect (const ThreeVector< Value > &p)
	Set the 3-component part.

LorentzVector< Value >	conjugate () const
	The complex conjugate vector.

Value2	m2 () const
	Squared magnitude \(x^\mu\,x_\mu=t^2 - \vec{x}^2\).

Value2	m2 (const LorentzVector< Value > &a) const
	Squared magnitude with another vector.

Value	m () const
	Magnitude (signed) \(\pm\sqrt{\|t^2 - \vec{x}^2\|}\).

Value2	mt2 () const
	Transverse mass squared \(t^2-z^2\).

Value	mt () const
	Transverse mass (signed) \(\pm\sqrt{\|t^2 - z^2\|}\).

Value2	perp2 () const
	Squared transverse component of the spatial vector \(x^2+y^2\).

Value	perp () const
	Transverse component of the spatial vector \(\pm\sqrt{x^2 + y^2}\).

template<typename U >
Value2	perp2 (const ThreeVector< U > &p) const
	Squared transverse component of the spatial vector with respect to the given axis.

template<typename U >
Value	perp (const ThreeVector< U > &p) const
	Transverse component of the spatial vector with respect to the given axis.

Value2	et2 () const
	Transverse energy squared.

Value	et () const
	Transverse energy (signed).

Value2	et2 (const ThreeVector< double > &v) const
	Transverse energy squared with respect to the given axis.

Value	et (const ThreeVector< double > &v) const
	Transverse energy with respect to the given axis (signed).

Spherical coordinates for the spatial part.
Value2	rho2 () const
	Radius squared.

Value	rho () const
	Radius.

void	setRho (Value newRho)
	Set new radius.

double	theta () const
	Polar angle.

double	cosTheta () const
	Cosine of the polar angle.

double	phi () const
	Azimuthal angle.

double	eta () const
	Pseudorapidity of spatial part.

double	angle (const LorentzVector< Value > &w) const
	Spatial angle with another vector.

double	rapidity () const
	Rapidity \(\frac{1}{2}\ln\frac{t+z}{t-z} \).

double	rapidity (const Axis &ref) const
	Rapidity with respect to another vector.

Boost	boostVector () const
	Boost from reference frame into this vector's rest frame: \(\frac{\vec{x}}{t}\).

Boost	findBoostToCM () const
	Boost from reference frame into this vector's rest frame: \(-\frac{\vec{x}}{t}\).

Value	plus () const
	Returns the positive light-cone component \(t + z\).

Value	minus () const
	Returns the negative light-cone component \(t - z\).

bool	isNear (const LorentzVector< Value > &w, double epsilon) const
	Are two vectors nearby, using Euclidean measure \(t^2 + \|\vec{x}\|^2\)?

LorentzVector< Value > &	transform (const SpinOneLorentzRotation &m)
	Rotate the vector. Resets \(x^\mu\rightarrow\mathsf{M}^\mu_\nu x^\nu\).

LorentzVector< Value > &	operator*= (const SpinOneLorentzRotation &m)
	Rotate the vector. Resets \(x^\mu\rightarrow\mathsf{M}^\mu_\nu x^\nu\).

template<typename U >
auto	dot (const LorentzVector< U > &a) const -> decltype(this->t() *a.t())
	Dot product with metric \((+,-,-,-)\).

LorentzVector< Value > &	boost (double bx, double by, double bz, double gamma=-1.)
	Apply boost.

LorentzVector< Value > &	boost (Boost b, double gamma=-1.)
	Apply boost.

LorentzVector< Value > &	rotateX (double phi)
	Apply rotation around the x-axis.

LorentzVector< Value > &	rotateY (double phi)
	Apply rotation around the y-axis.

LorentzVector< Value > &	rotateZ (double phi)
	Apply rotation around the z-axis.

LorentzVector< Value > &	rotateUz (const Axis &axis)
	Rotate the reference frame to a new z-axis.

template<typename U >
LorentzVector< Value > &	rotate (double angle, const ThreeVector< U > &axis)
	Apply a rotation.

Mathematical assignment operators.
LorentzVector< Complex > &	operator+= (const LorentzVector< complex< QtyDouble > > &a)

template<typename ValueB >
LorentzVector< Value > &	operator+= (const LorentzVector< ValueB > &a)

LorentzVector< Complex > &	operator-= (const LorentzVector< complex< QtyDouble > > &a)

template<typename ValueB >
LorentzVector< Value > &	operator-= (const LorentzVector< ValueB > &a)

LorentzVector< Value > &	operator*= (double a)

LorentzVector< Value > &	operator/= (double a)

Private Types
using	Value2 = decltype(sqr(std::declval< Value >()))
	Value squared.

Private Attributes
Vector components
Value	theX

Value	theY

Value	theZ

Value	theT

Detailed Description

template<typename Value>
class ThePEG::LorentzVector< Value >

A 4-component Lorentz vector.

It can be created with any unit type as template parameter. All basic mathematical operations are supported, as well as a subset of the CLHEP LorentzVector functionality.

Definition at line 43 of file LorentzVector.h.

Member Typedef Documentation

◆ Value2

template<typename Value >

using ThePEG::LorentzVector< Value >::Value2 = decltype(sqr(std::declval<Value>()))

private

Value squared.

Definition at line 47 of file LorentzVector.h.

Constructor & Destructor Documentation

◆ LorentzVector() [1/4]

template<typename Value >

ThePEG::LorentzVector< Value >::LorentzVector ( )

inline

Definition at line 52 of file LorentzVector.h.

◆ LorentzVector() [2/4]

template<typename Value >

ThePEG::LorentzVector< Value >::LorentzVector	(	Value	x,
		Value	y,
		Value	z,
		Value	t
	)

inline

Definition at line 55 of file LorentzVector.h.

◆ LorentzVector() [3/4]

template<typename Value >

ThePEG::LorentzVector< Value >::LorentzVector	(	const ThreeVector< Value > &	v,
		Value	t
	)

inline

Definition at line 58 of file LorentzVector.h.

◆ LorentzVector() [4/4]

template<typename Value >

template<typename U >

ThePEG::LorentzVector< Value >::LorentzVector ( const LorentzVector< U > & v )

inline

Definition at line 62 of file LorentzVector.h.

Member Function Documentation

◆ angle()

template<typename Value >

double ThePEG::LorentzVector< Value >::angle ( const LorentzVector< Value > & w ) const

inline

Spatial angle with another vector.

Definition at line 253 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::vect().

Referenced by ThePEG::LorentzVector< Value >::rotate().

◆ boost() [1/2]

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::boost	(	Boost	b,
		double	gamma = `-1.`
	)

inline

Apply boost.

Parameters

b	Three-vector giving the boost.
gamma	Optional gamma parameter for higher numerical accuracy. The user has to ensure consistency. If not given, it will be calculated as \(\gamma=1/\sqrt{1-\beta^2}\).

Definition at line 381 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::boost().

◆ boost() [2/2]

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::boost	(	double	bx,
		double	by,
		double	bz,
		double	gamma = `-1.`
	)

inline

Apply boost.

Parameters

bx	Component x of the boost.
by	Component y of the boost.
bz	Component z of the boost.
gamma	Optional gamma parameter for higher numerical accuracy. The user has to ensure consistency. If not given, it will be calculated as \(\gamma=1/\sqrt{1-\beta^2}\).

Definition at line 354 of file LorentzVector.h.

Referenced by ThePEG::LorentzVector< Value >::boost().

◆ boostVector()

template<typename Value >

Boost ThePEG::LorentzVector< Value >::boostVector ( ) const

inline

Boost from reference frame into this vector's rest frame: \(\frac{\vec{x}}{t}\).

Definition at line 283 of file LorentzVector.h.

References ERROR_IF, ThePEG::LorentzVector< Value >::m2(), ThePEG::LorentzVector< Value >::rho2(), and ThePEG::LorentzVector< Value >::vect().

Referenced by ThePEG::dirBoostVector(), and ThePEG::LorentzVector< Value >::findBoostToCM().

◆ conjugate()

template<typename Value >

LorentzVector< Value > ThePEG::LorentzVector< Value >::conjugate ( ) const

inline

The complex conjugate vector.

Definition at line 113 of file LorentzVector.h.

◆ cosTheta()

template<typename Value >

double ThePEG::LorentzVector< Value >::cosTheta ( ) const

inline

Cosine of the polar angle.

Definition at line 230 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::rho().

Referenced by ThePEG::dirCosTheta().

◆ dot()

template<typename Value >

template<typename U >

auto ThePEG::LorentzVector< Value >::dot ( const LorentzVector< U > & a ) const -> decltype(this->t() * a.t())

inline

Dot product with metric \((+,-,-,-)\).

Definition at line 334 of file LorentzVector.h.

Referenced by ThePEG::LorentzVector< Value >::isNear().

◆ e()

template<typename Value >

Value ThePEG::LorentzVector< Value >::e ( ) const

inline

Definition at line 83 of file LorentzVector.h.

◆ et() [1/2]

template<typename Value >

Value ThePEG::LorentzVector< Value >::et ( ) const

inline

Transverse energy (signed).

Definition at line 181 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::et2().

◆ et() [2/2]

template<typename Value >

Value ThePEG::LorentzVector< Value >::et ( const ThreeVector< double > & v ) const

inline

Transverse energy with respect to the given axis (signed).

Definition at line 196 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::et2().

◆ et2() [1/2]

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::et2 ( ) const

inline

Transverse energy squared.

Definition at line 174 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::vect().

Referenced by ThePEG::LorentzVector< Value >::et().

◆ et2() [2/2]

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::et2 ( const ThreeVector< double > & v ) const

inline

Transverse energy squared with respect to the given axis.

Definition at line 188 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::vect().

◆ eta()

template<typename Value >

double ThePEG::LorentzVector< Value >::eta ( ) const

inline

Pseudorapidity of spatial part.

Definition at line 244 of file LorentzVector.h.

References ThePEG::Constants::epsilon, ThePEG::LorentzVector< Value >::m(), ThePEG::LorentzVector< Value >::perp(), ThePEG::LorentzVector< Value >::rho(), and ThePEG::ZERO.

◆ findBoostToCM()

template<typename Value >

Boost ThePEG::LorentzVector< Value >::findBoostToCM ( ) const

inline

Boost from reference frame into this vector's rest frame: \(-\frac{\vec{x}}{t}\).

Definition at line 299 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::boostVector().

◆ isNear()

template<typename Value >

bool ThePEG::LorentzVector< Value >::isNear	(	const LorentzVector< Value > &	w,
		double	epsilon
	)		const

inline

Are two vectors nearby, using Euclidean measure \(t^2 + |\vec{x}|^2\)?

Definition at line 310 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::dot(), ThePEG::sqr(), and ThePEG::LorentzVector< Value >::vect().

Referenced by ThePEG::SpinInfo::isNear().

◆ m()

template<typename Value >

Value ThePEG::LorentzVector< Value >::m ( ) const

inline

Magnitude (signed) \(\pm\sqrt{|t^2 - \vec{x}^2|}\).

Definition at line 131 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::m2().

Referenced by ThePEG::LorentzVector< Value >::eta(), ThePEG::Particle::lifeTime(), ThePEG::LorentzVector< Value >::operator*=(), ThePEG::Lorentz5Vector< Value >::rescaleMass(), and ThePEG::LorentzVector< Value >::transform().

◆ m2() [1/2]

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::m2 ( ) const

inline

Squared magnitude \(x^\mu\,x_\mu=t^2 - \vec{x}^2\).

Definition at line 119 of file LorentzVector.h.

References ThePEG::sqr().

Referenced by ThePEG::LorentzVector< Value >::boostVector(), ThePEG::LorentzVector< Value >::m(), ThePEG::Helicity::WaveFunctionBase::m2(), and ThePEG::LorentzVector< Value >::rapidity().

◆ m2() [2/2]

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::m2 ( const LorentzVector< Value > & a ) const

inline

Squared magnitude with another vector.

Definition at line 125 of file LorentzVector.h.

References ThePEG::sqr().

◆ minus()

template<typename Value >

Value ThePEG::LorentzVector< Value >::minus ( ) const

inline

Returns the negative light-cone component \(t - z\).

Definition at line 307 of file LorentzVector.h.

Referenced by ThePEG::Lorentz5Vector< Value >::dirMinus(), ThePEG::dirMinus(), ThePEG::Lorentz5Vector< Value >::dirPlus(), ThePEG::dirPlus(), and ThePEG::Particle::Pminus().

◆ mt()

template<typename Value >

Value ThePEG::LorentzVector< Value >::mt ( ) const

inline

Transverse mass (signed) \(\pm\sqrt{|t^2 - z^2|}\).

Definition at line 141 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::mt2().

◆ mt2()

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::mt2 ( ) const

inline

Transverse mass squared \(t^2-z^2\).

Definition at line 138 of file LorentzVector.h.

Referenced by ThePEG::LorentzVector< Value >::mt().

◆ operator ThreeVector< Value >()

template<typename Value >

ThePEG::LorentzVector< Value >::operator ThreeVector< Value > ( ) const

inline

Cast to the 3-component part.

Definition at line 102 of file LorentzVector.h.

◆ operator*=() [1/2]

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::operator*= ( const SpinOneLorentzRotation & m )

inline

Rotate the vector. Resets \(x^\mu\rightarrow\mathsf{M}^\mu_\nu x^\nu\).

Definition at line 327 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::m(), and ThePEG::LorentzVector< Value >::transform().

◆ operator*=() [2/2]

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::operator*= ( double a )

inline

Definition at line 521 of file LorentzVector.h.

◆ operator+=() [1/2]

template<typename Value >

LorentzVector< Complex > & ThePEG::LorentzVector< Value >::operator+= ( const LorentzVector< complex< QtyDouble > > & a )

inline

Definition at line 487 of file LorentzVector.h.

◆ operator+=() [2/2]

template<typename Value >

template<typename ValueB >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::operator+= ( const LorentzVector< ValueB > & a )

inline

Definition at line 496 of file LorentzVector.h.

◆ operator-=() [1/2]

template<typename Value >

LorentzVector< Complex > & ThePEG::LorentzVector< Value >::operator-= ( const LorentzVector< complex< QtyDouble > > & a )

inline

Definition at line 504 of file LorentzVector.h.

◆ operator-=() [2/2]

template<typename Value >

template<typename ValueB >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::operator-= ( const LorentzVector< ValueB > & a )

inline

Definition at line 513 of file LorentzVector.h.

◆ operator/=()

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::operator/= ( double a )

inline

Definition at line 529 of file LorentzVector.h.

◆ operator=()

template<typename Value >

template<typename ValueB >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::operator= ( const LorentzVector< ValueB > & b )

inline

Assignment operator.

Definition at line 68 of file LorentzVector.h.

Referenced by ThePEG::Lorentz5Vector< Value >::operator=().

◆ perp() [1/2]

template<typename Value >

Value ThePEG::LorentzVector< Value >::perp ( ) const

inline

Transverse component of the spatial vector \(\pm\sqrt{x^2 + y^2}\).

Definition at line 151 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::perp2().

Referenced by ThePEG::LorentzVector< Value >::eta(), and ThePEG::LorentzVector< Value >::theta().

◆ perp() [2/2]

template<typename Value >

template<typename U >

Value ThePEG::LorentzVector< Value >::perp ( const ThreeVector< U > & p ) const

inline

Transverse component of the spatial vector with respect to the given axis.

Definition at line 168 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::vect().

◆ perp2() [1/2]

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::perp2 ( ) const

inline

Squared transverse component of the spatial vector \(x^2+y^2\).

Definition at line 148 of file LorentzVector.h.

References ThePEG::sqr().

Referenced by ThePEG::LorentzVector< Value >::perp(), ThePEG::Particle::perpmass2(), and ThePEG::LorentzVector< Value >::rapidity().

◆ perp2() [2/2]

template<typename Value >

template<typename U >

Value2 ThePEG::LorentzVector< Value >::perp2 ( const ThreeVector< U > & p ) const

inline

Squared transverse component of the spatial vector with respect to the given axis.

Definition at line 158 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::vect().

◆ phi()

template<typename Value >

double ThePEG::LorentzVector< Value >::phi ( ) const

inline

Azimuthal angle.

Definition at line 238 of file LorentzVector.h.

Referenced by ThePEG::LorentzVector< Value >::rotateX(), ThePEG::LorentzVector< Value >::rotateY(), and ThePEG::LorentzVector< Value >::rotateZ().

◆ plus()

template<typename Value >

Value ThePEG::LorentzVector< Value >::plus ( ) const

inline

Returns the positive light-cone component \(t + z\).

Definition at line 305 of file LorentzVector.h.

Referenced by ThePEG::Lorentz5Vector< Value >::dirMinus(), ThePEG::dirMinus(), ThePEG::Lorentz5Vector< Value >::dirPlus(), ThePEG::dirPlus(), and ThePEG::Particle::Pplus().

◆ rapidity() [1/2]

template<typename Value >

double ThePEG::LorentzVector< Value >::rapidity ( ) const

inline

Rapidity \(\frac{1}{2}\ln\frac{t+z}{t-z} \).

Definition at line 259 of file LorentzVector.h.

References ThePEG::Constants::epsilon, ERROR_IF, ThePEG::LorentzVector< Value >::m2(), ThePEG::LorentzVector< Value >::perp2(), ThePEG::sqr(), and ThePEG::ZERO.

◆ rapidity() [2/2]

template<typename Value >

double ThePEG::LorentzVector< Value >::rapidity ( const Axis & ref ) const

inline

Rapidity with respect to another vector.

Definition at line 268 of file LorentzVector.h.

References ThePEG::Constants::epsilon, ERROR_IF, ThePEG::LorentzVector< Value >::m2(), ThePEG::ThreeVector< Value >::mag2(), ThePEG::LorentzVector< Value >::perp2(), ThePEG::sqr(), ThePEG::LorentzVector< Value >::vect(), and ThePEG::ZERO.

◆ rho()

template<typename Value >

Value ThePEG::LorentzVector< Value >::rho ( ) const

inline

Radius.

Definition at line 208 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::rho2().

Referenced by ThePEG::LorentzVector< Value >::cosTheta(), ThePEG::Particle::eta(), ThePEG::LorentzVector< Value >::eta(), and ThePEG::LorentzVector< Value >::setRho().

◆ rho2()

template<typename Value >

Value2 ThePEG::LorentzVector< Value >::rho2 ( ) const

inline

Radius squared.

Definition at line 205 of file LorentzVector.h.

References ThePEG::sqr().

Referenced by ThePEG::LorentzVector< Value >::boostVector(), and ThePEG::LorentzVector< Value >::rho().

◆ rotate()

template<typename Value >

template<typename U >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::rotate	(	double	angle,
		const ThreeVector< U > &	axis
	)

inline

Apply a rotation.

Parameters

angle	Rotation angle in radians.
axis	Rotation axis.

Definition at line 456 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::angle(), and ThePEG::ThreeVector< Value >::mag().

◆ rotateUz()

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::rotateUz ( const Axis & axis )

inline

Rotate the reference frame to a new z-axis.

Definition at line 430 of file LorentzVector.h.

References ThePEG::ThreeVector< Value >::unit().

◆ rotateX()

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::rotateX ( double phi )

inline

Apply rotation around the x-axis.

Parameters

phi	Angle in radians.

Definition at line 390 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::phi().

◆ rotateY()

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::rotateY ( double phi )

inline

Apply rotation around the y-axis.

Parameters

phi	Angle in radians.

Definition at line 404 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::phi().

◆ rotateZ()

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::rotateZ ( double phi )

inline

Apply rotation around the z-axis.

Parameters

phi	Angle in radians.

Definition at line 418 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::phi().

◆ setE()

template<typename Value >

void ThePEG::LorentzVector< Value >::setE ( Value e )

inline

Definition at line 92 of file LorentzVector.h.

◆ setRho()

template<typename Value >

void ThePEG::LorentzVector< Value >::setRho ( Value newRho )

inline

Set new radius.

Definition at line 211 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::rho().

Referenced by ThePEG::Lorentz5Vector< Value >::rescaleRho().

◆ setT()

template<typename Value >

void ThePEG::LorentzVector< Value >::setT ( Value t )

inline

Definition at line 91 of file LorentzVector.h.

◆ setVect()

template<typename Value >

void ThePEG::LorentzVector< Value >::setVect ( const ThreeVector< Value > & p )

inline

Set the 3-component part.

Definition at line 105 of file LorentzVector.h.

Referenced by ThePEG::Particle::set3Momentum(), and ThePEG::Particle::setLifeLength().

◆ setX()

template<typename Value >

void ThePEG::LorentzVector< Value >::setX ( Value x )

inline

Definition at line 88 of file LorentzVector.h.

◆ setY()

template<typename Value >

void ThePEG::LorentzVector< Value >::setY ( Value y )

inline

Definition at line 89 of file LorentzVector.h.

◆ setZ()

template<typename Value >

void ThePEG::LorentzVector< Value >::setZ ( Value z )

inline

Definition at line 90 of file LorentzVector.h.

◆ t()

template<typename Value >

Value ThePEG::LorentzVector< Value >::t ( ) const

inline

Definition at line 82 of file LorentzVector.h.

◆ theta()

template<typename Value >

double ThePEG::LorentzVector< Value >::theta ( ) const

inline

Polar angle.

Definition at line 223 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::perp().

Referenced by ThePEG::dirTheta().

◆ transform()

template<typename Value >

LorentzVector< Value > & ThePEG::LorentzVector< Value >::transform ( const SpinOneLorentzRotation & m )

inline

Rotate the vector. Resets \(x^\mu\rightarrow\mathsf{M}^\mu_\nu x^\nu\).

Definition at line 321 of file LorentzVector.h.

References ThePEG::LorentzVector< Value >::m().

Referenced by ThePEG::LorentzVector< Value >::operator*=(), ThePEG::Helicity::VectorWaveFunction::transform(), and ThePEG::Lorentz5Vector< Value >::transform().

◆ vect()

template<typename Value >

ThreeVector< Value > ThePEG::LorentzVector< Value >::vect ( ) const

inline

Access to the 3-component part.

Definition at line 97 of file LorentzVector.h.

Referenced by ThePEG::LorentzVector< Value >::angle(), ThePEG::LorentzVector< Value >::boostVector(), ThePEG::LorentzVector< Value >::et2(), ThePEG::LorentzVector< Value >::isNear(), ThePEG::LorentzVector< complex< double > >::operator ThreeVector< complex< double > >(), ThePEG::LorentzVector< Value >::perp(), ThePEG::LorentzVector< Value >::perp2(), and ThePEG::LorentzVector< Value >::rapidity().

◆ x()

template<typename Value >

Value ThePEG::LorentzVector< Value >::x ( ) const

inline

Definition at line 79 of file LorentzVector.h.

◆ y()

template<typename Value >

Value ThePEG::LorentzVector< Value >::y ( ) const

inline

Definition at line 80 of file LorentzVector.h.

◆ z()

template<typename Value >

Value ThePEG::LorentzVector< Value >::z ( ) const

inline

Definition at line 81 of file LorentzVector.h.

Member Data Documentation

◆ theT

template<typename Value >

Value ThePEG::LorentzVector< Value >::theT

private

Definition at line 544 of file LorentzVector.h.

◆ theX

template<typename Value >

Value ThePEG::LorentzVector< Value >::theX

private

Definition at line 541 of file LorentzVector.h.

◆ theY

template<typename Value >

Value ThePEG::LorentzVector< Value >::theY

private

Definition at line 542 of file LorentzVector.h.

◆ theZ

template<typename Value >

Value ThePEG::LorentzVector< Value >::theZ

private

Definition at line 543 of file LorentzVector.h.

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

LorentzVector.h

Public Member Functions

Private Types

Private Attributes

Detailed Description

Member Typedef Documentation

◆ Value2

Constructor & Destructor Documentation

◆ LorentzVector() [1/4]

◆ LorentzVector() [2/4]

◆ LorentzVector() [3/4]

◆ LorentzVector() [4/4]

Member Function Documentation

◆ angle()

◆ boost() [1/2]

◆ boost() [2/2]

◆ boostVector()

◆ conjugate()

◆ cosTheta()

◆ dot()

◆ e()

◆ et() [1/2]

◆ et() [2/2]

◆ et2() [1/2]

◆ et2() [2/2]

◆ eta()

◆ findBoostToCM()

◆ isNear()

◆ m()

◆ m2() [1/2]

◆ m2() [2/2]

◆ minus()

◆ mt()

◆ mt2()

◆ operator ThreeVector< Value >()

◆ operator*=() [1/2]

◆ operator*=() [2/2]

◆ operator+=() [1/2]

◆ operator+=() [2/2]

◆ operator-=() [1/2]

◆ operator-=() [2/2]

◆ operator/=()

◆ operator=()

◆ perp() [1/2]

◆ perp() [2/2]

◆ perp2() [1/2]

◆ perp2() [2/2]

◆ phi()

◆ plus()

◆ rapidity() [1/2]

◆ rapidity() [2/2]

◆ rho()

◆ rho2()

◆ rotate()

◆ rotateUz()

◆ rotateX()

◆ rotateY()

◆ rotateZ()

◆ setE()

◆ setRho()

◆ setT()

◆ setVect()

◆ setX()

◆ setY()

◆ setZ()

◆ t()

◆ theta()

◆ transform()

◆ vect()

◆ x()

◆ y()

◆ z()

Member Data Documentation

◆ theT

◆ theX

◆ theY

◆ theZ