om::math::VectorND< T, 3 > Class Template Reference

A class that represents a 3-dimensional point or vector. More...

#include <omVector3D.h>

Public Member Functions
	VectorND ()
	Create a new 3D vector with all elements equal to zero. More...
	VectorND (T value)
	Create a new 3D vector with all elements equal to a single value. More...
	VectorND (const T array[3])
	Create a new 3D vector from a pointer to a 3 element array. More...
	VectorND (T newX, T newY, T newZ)
	Create a new 3D vector by specifying its x, y, and z values. More...
	VectorND (const VectorND< T, 2 > &vector, T newZ)
	Create a new 3D vector from a 2D vector and a value for the Z coordinate. More...
	VectorND (T newX, const VectorND< T, 2 > &vector)
	Create a new 3D vector from a value for the X coordinate and a 2D vector. More...
template<typename U >
	VectorND (const VectorND< U, 3 > &vector)
	Create a new 3D vector from an existing vector with a different template type. More...
	VectorND (const VectorND &vector)
	Create a new 3D vector from an existing vector with the same template type. More...
VectorND &	operator= (const VectorND &vector)
	Create a new 3D vector from an existing vector with a different template type. More...
T	getMagnitude () const
	Return the magnitude of this vector (the length). More...
T	getMagnitudeSquared () const
	Return the square of the magnitude of this vector. More...
VectorND	normalize () const
	Return a normalized version of this vector. More...
VectorND	normalize (T &magnitude) const
	Return a normalized version of this vector, placing the vector's magnitude in the output parameter. More...
VectorND	projectOn (const VectorND &vector) const
	Project this vector on another vector and return the projected vector. More...
VectorND	projectOnNormalized (const VectorND &vector) const
	Project this vector on a normalized vector and return the projected vector. More...
T	getDistanceTo (const VectorND &vector) const
	Return the distance from this vector to another in 3D Euclidean space. More...
T	getDistanceToSquared (const VectorND &vector) const
	Return the square of the distance from this vector to another in 3D Euclidean space. More...
T *	toArray ()
	Return a pointer to the internal storage of this vector. More...
const T *	toArray () const
	Return a const pointer to the internal storage of this vector. More...
T	getMin () const
	Return the minimum component of this vector. More...
T	getMax () const
	Return the maximum component of this vector. More...
T &	get (Index index)
	Return a reference to the vector coordinate at the specified index. More...
const T &	get (Index index) const
	Return a const reference to the vector coordinate at the specified index. More...
T &	operator[] (Index index)
	Return a reference to the vector coordinate at the specified index. More...
const T &	operator[] (Index index) const
	Return a const reference to the vector coordinate at the specified index. More...
void	setAll (T newX, T newY, T newZ)
	Set the X, Y, and Z coordinates of the vector to the specified values. More...
void	set (Index index, T newValue)
	Set the coordinate of this vector at the specified index to a new value. More...
Bool	operator== (const VectorND &v) const
	Return whether or not this vector is equal to another for all components. More...
Bool	operator!= (const VectorND &v) const
	Return whether or not this vector is not equal to another for any component. More...
VectorND	operator- () const
	Negate each component of this vector and return the result. More...
VectorND	operator+ () const
	Return copy of the original vector. More...
VectorND	operator+ (T value) const
	Add a scalar to every component of this vector and return the result. More...
VectorND	operator- (T value) const
	Subtract a scalar from every component of this vector and return the result. More...
VectorND	operator* (T value) const
	Multiply every component of this vector by a scalar and return the result. More...
VectorND	operator/ (T value) const
	Divide every component of this vector by a scalar and return the result. More...
VectorND	operator+ (const VectorND &vector) const
	Add this vector to another and return the result and return the result. More...
VectorND	operator- (const VectorND &vector) const
	Subtract a vector from this vector and return the result. More...
VectorND	operator* (const VectorND &vector) const
	Multiply this vector by another vector and return the result. More...
VectorND	operator/ (const VectorND &vector) const
	Divide this vector by another vector and return the result. More...
VectorND &	operator+= (const T &value)
	Add a scalar to each component of this vector and modify the original vector. More...
VectorND &	operator-= (const T &value)
	Subtract a scalar from each component of this vector and modify the original vector. More...
VectorND &	operator*= (const T &value)
	Multiply each component of this vector by a scalar and modify the original vector. More...
VectorND &	operator/= (const T &value)
	Divide each component of this vector by a scalar and modify the original vector. More...
VectorND &	operator+= (const VectorND &vector)
	Add a vector to this vector, modifying this original vector. More...
VectorND &	operator-= (const VectorND &vector)
	Subtract a vector from this vector, modifying this original vector. More...
VectorND &	operator*= (const VectorND &vector)
	Multiply this vector by another vector and modify this vector. More...
VectorND &	operator/= (const VectorND &vector)
	Divide this vector by another vector and modify this vector. More...
data::String	toString () const
	Convert this 3D vector into a human-readable string representation. More...
	operator data::String () const
	Convert this 3D vector into a human-readable string representation. More...

Static Public Member Functions
static VectorND	spherical (T theta, T phi)
	Return a 3D cartesian unit-length vector for the specified spherical coordinates. More...
static VectorND	spherical (T theta, T phi, T r)
	Return a 3D cartesian vector for the specified spherical coordinates. More...
static VectorND	cylindrical (T theta, T r, T z)
	Return a 3D cartesian vector for the specified cylindrical coordinates. More...
static VectorND	polarXY (T angle)
	Convert the specified polar angle in radians to a unit-length 3D vector in the XY plane. More...
static VectorND	polarXY (T angle, T r)
	Convert the specified polar coordinates in radians to an r-length 3D vector in the XY plane. More...
static VectorND	polarXZ (T angle)
	Convert the specified polar angle in radians to a unit-length 3D vector in the XZ plane. More...
static VectorND	polarXZ (T angle, T r)
	Convert the specified polar coordinates in radians to an r-length 3D vector in the XZ plane. More...
static VectorND	polarYZ (T angle)
	Convert the specified polar angle in radians to a unit-length 3D vector in the YZ plane. More...
static VectorND	polarYZ (T angle, T r)
	Convert the specified polar coordinates in radians to an r-length 3D vector in the YZ plane. More...

Public Attributes
union om::math::VectorND< T, 3 >:: { ... }
T	v [3]
	An array that contains the vector components. More...
T	r
	The red component of a 3-component color. More...
T	g
	The green component of a 3-component color. More...
T	b
	The blue component of a 3-component color. More...
T	x
	The X coordinate of a 3D vector. More...
T	y
	The Y coordinate of a 3D vector. More...
T	z
	The Z coordinate of a 3D vector. More...
Swizzle2D< T, 3, 0, 0 >	xx
Swizzle2D< T, 3, 0, 0 >	rr
Swizzle2D< T, 3, 1, 1 >	yy
Swizzle2D< T, 3, 1, 1 >	gg
Swizzle2D< T, 3, 2, 2 >	zz
Swizzle2D< T, 3, 2, 2 >	bb
Swizzle2D< T, 3, 0, 1 >	xy
Swizzle2D< T, 3, 0, 1 >	rg
Swizzle2D< T, 3, 0, 2 >	xz
Swizzle2D< T, 3, 0, 2 >	rb
Swizzle2D< T, 3, 1, 0 >	yx
Swizzle2D< T, 3, 1, 0 >	gr
Swizzle2D< T, 3, 1, 2 >	yz
Swizzle2D< T, 3, 1, 2 >	gb
Swizzle2D< T, 3, 2, 0 >	zx
Swizzle2D< T, 3, 2, 0 >	br
Swizzle2D< T, 3, 2, 1 >	zy
Swizzle2D< T, 3, 2, 1 >	bg
Swizzle3D< T, 3, 0, 0, 0 >	xxx
Swizzle3D< T, 3, 0, 0, 0 >	rrr
Swizzle3D< T, 3, 1, 1, 1 >	yyy
Swizzle3D< T, 3, 1, 1, 1 >	ggg
Swizzle3D< T, 3, 2, 2, 2 >	zzz
Swizzle3D< T, 3, 2, 2, 2 >	bbb
Swizzle3D< T, 3, 0, 1, 1 >	xyy
Swizzle3D< T, 3, 0, 1, 1 >	rgg
Swizzle3D< T, 3, 1, 0, 1 >	yxy
Swizzle3D< T, 3, 1, 0, 1 >	grg
Swizzle3D< T, 3, 1, 1, 0 >	yyx
Swizzle3D< T, 3, 1, 1, 0 >	ggr
Swizzle3D< T, 3, 0, 2, 2 >	xzz
Swizzle3D< T, 3, 0, 2, 2 >	rbb
Swizzle3D< T, 3, 2, 0, 2 >	zxz
Swizzle3D< T, 3, 2, 0, 2 >	brb
Swizzle3D< T, 3, 2, 2, 0 >	zzx
Swizzle3D< T, 3, 2, 2, 0 >	bbr
Swizzle3D< T, 3, 1, 0, 0 >	yxx
Swizzle3D< T, 3, 1, 0, 0 >	grr
Swizzle3D< T, 3, 0, 1, 0 >	xyx
Swizzle3D< T, 3, 0, 1, 0 >	rgr
Swizzle3D< T, 3, 0, 0, 1 >	xxy
Swizzle3D< T, 3, 0, 0, 1 >	rrg
Swizzle3D< T, 3, 1, 2, 2 >	yzz
Swizzle3D< T, 3, 1, 2, 2 >	gbb
Swizzle3D< T, 3, 2, 1, 2 >	zyz
Swizzle3D< T, 3, 2, 1, 2 >	bgb
Swizzle3D< T, 3, 2, 2, 1 >	zzy
Swizzle3D< T, 3, 2, 2, 1 >	bbg
Swizzle3D< T, 3, 2, 0, 0 >	zxx
Swizzle3D< T, 3, 2, 0, 0 >	brr
Swizzle3D< T, 3, 0, 2, 0 >	xzx
Swizzle3D< T, 3, 0, 2, 0 >	rbr
Swizzle3D< T, 3, 0, 0, 2 >	xxz
Swizzle3D< T, 3, 0, 0, 2 >	rrb
Swizzle3D< T, 3, 2, 1, 1 >	zyy
Swizzle3D< T, 3, 2, 1, 1 >	bgg
Swizzle3D< T, 3, 1, 2, 1 >	yzy
Swizzle3D< T, 3, 1, 2, 1 >	gbg
Swizzle3D< T, 3, 1, 1, 2 >	yyz
Swizzle3D< T, 3, 1, 1, 2 >	ggb
Swizzle3D< T, 3, 0, 1, 2 >	xyz
Swizzle3D< T, 3, 0, 1, 2 >	rgb
Swizzle3D< T, 3, 0, 2, 1 >	xzy
Swizzle3D< T, 3, 0, 2, 1 >	rbg
Swizzle3D< T, 3, 1, 0, 2 >	yxz
Swizzle3D< T, 3, 1, 0, 2 >	grb
Swizzle3D< T, 3, 1, 2, 0 >	yzx
Swizzle3D< T, 3, 1, 2, 0 >	gbr
Swizzle3D< T, 3, 2, 1, 0 >	zyx
Swizzle3D< T, 3, 2, 1, 0 >	bgr
Swizzle3D< T, 3, 2, 0, 1 >	zxy
Swizzle3D< T, 3, 2, 0, 1 >	brg

Static Public Attributes
static const VectorND	ZERO
	A constant vector with all elements equal to zero. More...

Detailed Description

template<typename T>
class om::math::VectorND< T, 3 >

A class that represents a 3-dimensional point or vector.

Constructor & Destructor Documentation

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( )

inline

Create a new 3D vector with all elements equal to zero.

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( T  value )

inlineexplicit

Create a new 3D vector with all elements equal to a single value.

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( const T  array[3] )

inlineexplicit

Create a new 3D vector from a pointer to a 3 element array.

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( T  newX, T  newY, T  newZ  )

inline

Create a new 3D vector by specifying its x, y, and z values.

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( const VectorND< T, 2 > &  vector, T  newZ  )

inline

Create a new 3D vector from a 2D vector and a value for the Z coordinate.

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( T  newX, const VectorND< T, 2 > &  vector  )

inline

Create a new 3D vector from a value for the X coordinate and a 2D vector.

template<typename T >

template<typename U >

om::math::VectorND< T, 3 >::VectorND ( const VectorND< U, 3 > &  vector )

inline

Create a new 3D vector from an existing vector with a different template type.

template<typename T >

om::math::VectorND< T, 3 >::VectorND ( const VectorND< T, 3 > &  vector )

inline

Create a new 3D vector from an existing vector with the same template type.

This is declared because the auto-generated one was not working with the crazy uniform mess.

Member Function Documentation

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator= ( const VectorND< T, 3 > &  vector )

inline

Create a new 3D vector from an existing vector with a different template type.

This is declared because the auto-generated one was not working with the crazy uniform mess.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::spherical ( T  theta, T  phi  )

inlinestatic

Return a 3D cartesian unit-length vector for the specified spherical coordinates.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::spherical ( T  theta, T  phi, T  r  )

inlinestatic

Return a 3D cartesian vector for the specified spherical coordinates.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::cylindrical ( T  theta, T  r, T  z  )

inlinestatic

Return a 3D cartesian vector for the specified cylindrical coordinates.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::polarXY ( T  angle )

inlinestatic

Convert the specified polar angle in radians to a unit-length 3D vector in the XY plane.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::polarXY ( T  angle, T  r  )

inlinestatic

Convert the specified polar coordinates in radians to an r-length 3D vector in the XY plane.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::polarXZ ( T  angle )

inlinestatic

Convert the specified polar angle in radians to a unit-length 3D vector in the XZ plane.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::polarXZ ( T  angle, T  r  )

inlinestatic

Convert the specified polar coordinates in radians to an r-length 3D vector in the XZ plane.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::polarYZ ( T  angle )

inlinestatic

Convert the specified polar angle in radians to a unit-length 3D vector in the YZ plane.

template<typename T >

static VectorND om::math::VectorND< T, 3 >::polarYZ ( T  angle, T  r  )

inlinestatic

Convert the specified polar coordinates in radians to an r-length 3D vector in the YZ plane.

template<typename T >

T om::math::VectorND< T, 3 >::getMagnitude ( ) const

inline

Return the magnitude of this vector (the length).

template<typename T >

T om::math::VectorND< T, 3 >::getMagnitudeSquared ( ) const

inline

Return the square of the magnitude of this vector.

template<typename T >

VectorND om::math::VectorND< T, 3 >::normalize ( ) const

inline

Return a normalized version of this vector.

template<typename T >

VectorND om::math::VectorND< T, 3 >::normalize ( T &  magnitude ) const

inline

Return a normalized version of this vector, placing the vector's magnitude in the output parameter.

template<typename T >

VectorND om::math::VectorND< T, 3 >::projectOn ( const VectorND< T, 3 > &  vector ) const

inline

Project this vector on another vector and return the projected vector.

template<typename T >

VectorND om::math::VectorND< T, 3 >::projectOnNormalized ( const VectorND< T, 3 > &  vector ) const

inline

Project this vector on a normalized vector and return the projected vector.

template<typename T >

T om::math::VectorND< T, 3 >::getDistanceTo ( const VectorND< T, 3 > &  vector ) const

inline

Return the distance from this vector to another in 3D Euclidean space.

template<typename T >

T om::math::VectorND< T, 3 >::getDistanceToSquared ( const VectorND< T, 3 > &  vector ) const

inline

Return the square of the distance from this vector to another in 3D Euclidean space.

template<typename T >

T* om::math::VectorND< T, 3 >::toArray ( )

inline

Return a pointer to the internal storage of this vector.

template<typename T >

const T* om::math::VectorND< T, 3 >::toArray ( ) const

inline

Return a const pointer to the internal storage of this vector.

template<typename T >

T om::math::VectorND< T, 3 >::getMin ( ) const

inline

Return the minimum component of this vector.

template<typename T >

T om::math::VectorND< T, 3 >::getMax ( ) const

inline

Return the maximum component of this vector.

template<typename T >

T& om::math::VectorND< T, 3 >::get ( Index  index )

inline

Return a reference to the vector coordinate at the specified index.

template<typename T >

const T& om::math::VectorND< T, 3 >::get ( Index  index ) const

inline

Return a const reference to the vector coordinate at the specified index.

template<typename T >

T& om::math::VectorND< T, 3 >::operator[] ( Index  index )

inline

Return a reference to the vector coordinate at the specified index.

template<typename T >

const T& om::math::VectorND< T, 3 >::operator[] ( Index  index ) const

inline

Return a const reference to the vector coordinate at the specified index.

template<typename T >

void om::math::VectorND< T, 3 >::setAll ( T  newX, T  newY, T  newZ  )

inline

Set the X, Y, and Z coordinates of the vector to the specified values.

template<typename T >

void om::math::VectorND< T, 3 >::set ( Index  index, T  newValue  )

inline

Set the coordinate of this vector at the specified index to a new value.

template<typename T >

Bool om::math::VectorND< T, 3 >::operator== ( const VectorND< T, 3 > &  v ) const

inline

Return whether or not this vector is equal to another for all components.

template<typename T >

Bool om::math::VectorND< T, 3 >::operator!= ( const VectorND< T, 3 > &  v ) const

inline

Return whether or not this vector is not equal to another for any component.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator- ( ) const

inline

Negate each component of this vector and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator+ ( ) const

inline

Return copy of the original vector.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator+ ( T  value ) const

inline

Add a scalar to every component of this vector and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator- ( T  value ) const

inline

Subtract a scalar from every component of this vector and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator* ( T  value ) const

inline

Multiply every component of this vector by a scalar and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator/ ( T  value ) const

inline

Divide every component of this vector by a scalar and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator+ ( const VectorND< T, 3 > &  vector ) const

inline

Add this vector to another and return the result and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator- ( const VectorND< T, 3 > &  vector ) const

inline

Subtract a vector from this vector and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator* ( const VectorND< T, 3 > &  vector ) const

inline

Multiply this vector by another vector and return the result.

template<typename T >

VectorND om::math::VectorND< T, 3 >::operator/ ( const VectorND< T, 3 > &  vector ) const

inline

Divide this vector by another vector and return the result.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator+= ( const T &  value )

inline

Add a scalar to each component of this vector and modify the original vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator-= ( const T &  value )

inline

Subtract a scalar from each component of this vector and modify the original vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator*= ( const T &  value )

inline

Multiply each component of this vector by a scalar and modify the original vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator/= ( const T &  value )

inline

Divide each component of this vector by a scalar and modify the original vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator+= ( const VectorND< T, 3 > &  vector )

inline

Add a vector to this vector, modifying this original vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator-= ( const VectorND< T, 3 > &  vector )

inline

Subtract a vector from this vector, modifying this original vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator*= ( const VectorND< T, 3 > &  vector )

inline

Multiply this vector by another vector and modify this vector.

template<typename T >

VectorND& om::math::VectorND< T, 3 >::operator/= ( const VectorND< T, 3 > &  vector )

inline

Divide this vector by another vector and modify this vector.

template<typename T >

data::String om::math::VectorND< T, 3 >::toString ( ) const

inline

Convert this 3D vector into a human-readable string representation.

template<typename T >

om::math::VectorND< T, 3 >::operator data::String ( ) const

inline

Convert this 3D vector into a human-readable string representation.

Member Data Documentation

template<typename T >

T om::math::VectorND< T, 3 >::v[3]

An array that contains the vector components.

template<typename T >

T om::math::VectorND< T, 3 >::r

The red component of a 3-component color.

template<typename T >

T om::math::VectorND< T, 3 >::g

The green component of a 3-component color.

template<typename T >

T om::math::VectorND< T, 3 >::b

The blue component of a 3-component color.

template<typename T >

T om::math::VectorND< T, 3 >::x

The X coordinate of a 3D vector.

template<typename T >

T om::math::VectorND< T, 3 >::y

The Y coordinate of a 3D vector.

template<typename T >

T om::math::VectorND< T, 3 >::z

The Z coordinate of a 3D vector.

template<typename T >

Swizzle2D<T,3,0,0> om::math::VectorND< T, 3 >::xx

template<typename T >

Swizzle2D<T,3,0,0> om::math::VectorND< T, 3 >::rr

template<typename T >

Swizzle2D<T,3,1,1> om::math::VectorND< T, 3 >::yy

template<typename T >

Swizzle2D<T,3,1,1> om::math::VectorND< T, 3 >::gg

template<typename T >

Swizzle2D<T,3,2,2> om::math::VectorND< T, 3 >::zz

template<typename T >

Swizzle2D<T,3,2,2> om::math::VectorND< T, 3 >::bb

template<typename T >

Swizzle2D<T,3,0,1> om::math::VectorND< T, 3 >::xy

template<typename T >

Swizzle2D<T,3,0,1> om::math::VectorND< T, 3 >::rg

template<typename T >

Swizzle2D<T,3,0,2> om::math::VectorND< T, 3 >::xz

template<typename T >

Swizzle2D<T,3,0,2> om::math::VectorND< T, 3 >::rb

template<typename T >

Swizzle2D<T,3,1,0> om::math::VectorND< T, 3 >::yx

template<typename T >

Swizzle2D<T,3,1,0> om::math::VectorND< T, 3 >::gr

template<typename T >

Swizzle2D<T,3,1,2> om::math::VectorND< T, 3 >::yz

template<typename T >

Swizzle2D<T,3,1,2> om::math::VectorND< T, 3 >::gb

template<typename T >

Swizzle2D<T,3,2,0> om::math::VectorND< T, 3 >::zx

template<typename T >

Swizzle2D<T,3,2,0> om::math::VectorND< T, 3 >::br

template<typename T >

Swizzle2D<T,3,2,1> om::math::VectorND< T, 3 >::zy

template<typename T >

Swizzle2D<T,3,2,1> om::math::VectorND< T, 3 >::bg

template<typename T >

Swizzle3D<T,3,0,0,0> om::math::VectorND< T, 3 >::xxx

template<typename T >

Swizzle3D<T,3,0,0,0> om::math::VectorND< T, 3 >::rrr

template<typename T >

Swizzle3D<T,3,1,1,1> om::math::VectorND< T, 3 >::yyy

template<typename T >

Swizzle3D<T,3,1,1,1> om::math::VectorND< T, 3 >::ggg

template<typename T >

Swizzle3D<T,3,2,2,2> om::math::VectorND< T, 3 >::zzz

template<typename T >

Swizzle3D<T,3,2,2,2> om::math::VectorND< T, 3 >::bbb

template<typename T >

Swizzle3D<T,3,0,1,1> om::math::VectorND< T, 3 >::xyy

template<typename T >

Swizzle3D<T,3,0,1,1> om::math::VectorND< T, 3 >::rgg

template<typename T >

Swizzle3D<T,3,1,0,1> om::math::VectorND< T, 3 >::yxy

template<typename T >

Swizzle3D<T,3,1,0,1> om::math::VectorND< T, 3 >::grg

template<typename T >

Swizzle3D<T,3,1,1,0> om::math::VectorND< T, 3 >::yyx

template<typename T >

Swizzle3D<T,3,1,1,0> om::math::VectorND< T, 3 >::ggr

template<typename T >

Swizzle3D<T,3,0,2,2> om::math::VectorND< T, 3 >::xzz

template<typename T >

Swizzle3D<T,3,0,2,2> om::math::VectorND< T, 3 >::rbb

template<typename T >

Swizzle3D<T,3,2,0,2> om::math::VectorND< T, 3 >::zxz

template<typename T >

Swizzle3D<T,3,2,0,2> om::math::VectorND< T, 3 >::brb

template<typename T >

Swizzle3D<T,3,2,2,0> om::math::VectorND< T, 3 >::zzx

template<typename T >

Swizzle3D<T,3,2,2,0> om::math::VectorND< T, 3 >::bbr

template<typename T >

Swizzle3D<T,3,1,0,0> om::math::VectorND< T, 3 >::yxx

template<typename T >

Swizzle3D<T,3,1,0,0> om::math::VectorND< T, 3 >::grr

template<typename T >

Swizzle3D<T,3,0,1,0> om::math::VectorND< T, 3 >::xyx

template<typename T >

Swizzle3D<T,3,0,1,0> om::math::VectorND< T, 3 >::rgr

template<typename T >

Swizzle3D<T,3,0,0,1> om::math::VectorND< T, 3 >::xxy

template<typename T >

Swizzle3D<T,3,0,0,1> om::math::VectorND< T, 3 >::rrg

template<typename T >

Swizzle3D<T,3,1,2,2> om::math::VectorND< T, 3 >::yzz

template<typename T >

Swizzle3D<T,3,1,2,2> om::math::VectorND< T, 3 >::gbb

template<typename T >

Swizzle3D<T,3,2,1,2> om::math::VectorND< T, 3 >::zyz

template<typename T >

Swizzle3D<T,3,2,1,2> om::math::VectorND< T, 3 >::bgb

template<typename T >

Swizzle3D<T,3,2,2,1> om::math::VectorND< T, 3 >::zzy

template<typename T >

Swizzle3D<T,3,2,2,1> om::math::VectorND< T, 3 >::bbg

template<typename T >

Swizzle3D<T,3,2,0,0> om::math::VectorND< T, 3 >::zxx

template<typename T >

Swizzle3D<T,3,2,0,0> om::math::VectorND< T, 3 >::brr

template<typename T >

Swizzle3D<T,3,0,2,0> om::math::VectorND< T, 3 >::xzx

template<typename T >

Swizzle3D<T,3,0,2,0> om::math::VectorND< T, 3 >::rbr

template<typename T >

Swizzle3D<T,3,0,0,2> om::math::VectorND< T, 3 >::xxz

template<typename T >

Swizzle3D<T,3,0,0,2> om::math::VectorND< T, 3 >::rrb

template<typename T >

Swizzle3D<T,3,2,1,1> om::math::VectorND< T, 3 >::zyy

template<typename T >

Swizzle3D<T,3,2,1,1> om::math::VectorND< T, 3 >::bgg

template<typename T >

Swizzle3D<T,3,1,2,1> om::math::VectorND< T, 3 >::yzy

template<typename T >

Swizzle3D<T,3,1,2,1> om::math::VectorND< T, 3 >::gbg

template<typename T >

Swizzle3D<T,3,1,1,2> om::math::VectorND< T, 3 >::yyz

template<typename T >

Swizzle3D<T,3,1,1,2> om::math::VectorND< T, 3 >::ggb

template<typename T >

Swizzle3D<T,3,0,1,2> om::math::VectorND< T, 3 >::xyz

template<typename T >

Swizzle3D<T,3,0,1,2> om::math::VectorND< T, 3 >::rgb

template<typename T >

Swizzle3D<T,3,0,2,1> om::math::VectorND< T, 3 >::xzy

template<typename T >

Swizzle3D<T,3,0,2,1> om::math::VectorND< T, 3 >::rbg

template<typename T >

Swizzle3D<T,3,1,0,2> om::math::VectorND< T, 3 >::yxz

template<typename T >

Swizzle3D<T,3,1,0,2> om::math::VectorND< T, 3 >::grb

template<typename T >

Swizzle3D<T,3,1,2,0> om::math::VectorND< T, 3 >::yzx

template<typename T >

Swizzle3D<T,3,1,2,0> om::math::VectorND< T, 3 >::gbr

template<typename T >

Swizzle3D<T,3,2,1,0> om::math::VectorND< T, 3 >::zyx

template<typename T >

Swizzle3D<T,3,2,1,0> om::math::VectorND< T, 3 >::bgr

template<typename T >

Swizzle3D<T,3,2,0,1> om::math::VectorND< T, 3 >::zxy

template<typename T >

Swizzle3D<T,3,2,0,1> om::math::VectorND< T, 3 >::brg

union { ... }

template<typename T >

const VectorND< T, 3 > om::math::VectorND< T, 3 >::ZERO

static

A constant vector with all elements equal to zero.

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

• omVector3D.h