Simple vector class for multiple dimensions (i.e. More...

#include <VMD.h>

Public Member Functions
TYPE	angle (const VMDBase &v) const
	Return the angle between this and another vector. More...

VMDBase	cross_prod (const VMDBase &v) const
	Cross product of two vectors. More...

const TYPE *	getBareArray () const

size_t	getNumDims () const

TYPE	length () const

TYPE	norm () const

TYPE	norm2 () const

TYPE	normalize ()
	Normalize this vector to unity length. More...

bool	operator!= (const VMDBase &v) const
	Not-equals operator with tolerance factor. More...

VMDBase	operator* (const double scalar) const
	Multiply by a scalar. More...

VMDBase	operator* (const VMDBase &v) const
	Inner product of two vectors (element-by-element) More...

VMDBase &	operator*= (const double scalar)
	Multiply by a scalar. More...

VMDBase &	operator*= (const VMDBase &v)
	Inner product of two vectors (element-by-element) More...

VMDBase	operator+ (const VMDBase &v) const
	Add two vectors together. More...

VMDBase &	operator+= (const VMDBase &v)
	Add two vectors together. More...

VMDBase	operator- (const VMDBase &v) const
	Subtract two vectors. More...

VMDBase &	operator-= (const VMDBase &v)
	Subtract two vectors. More...

VMDBase	operator/ (const double scalar) const
	Divide by a scalar. More...

VMDBase	operator/ (const VMDBase &v) const
	Inner division of two vectors (element-by-element) More...

VMDBase &	operator/= (const double scalar)
	Divide by a scalar. More...

VMDBase &	operator/= (const VMDBase &v)
	Inner division of two vectors (element-by-element) More...

VMDBase &	operator= (const VMDBase &other)
	Assignment operator. More...

VMDBase &	operator= (VMDBase &&other) noexcept
	Move assignment. More...

bool	operator== (const VMDBase &v) const
	Equals operator with tolerance factor. More...

TYPE &	operator[] (const size_t index)

const TYPE &	operator[] (const size_t index) const

TYPE	scalar_prod (const VMDBase &v) const
	Scalar product of two vectors. More...

size_t	size () const

std::string	toString (const std::string &separator=" ") const
	Return a simple string representation of the vector. More...

	VMDBase ()
	Default constructor, build with 1 dimension. More...

	VMDBase (const std::string &str)
	Constructor from string. More...

	VMDBase (const std::vector< double > &vector)
	Constructor. More...

	VMDBase (const std::vector< float > &vector)
	Constructor. More...

	VMDBase (const V3D &vector)
	Constructor. More...

	VMDBase (const VMDBase &other)
	Copy constructor. More...

	VMDBase (double val0, double val1)
	2D Constructor More...

	VMDBase (double val0, double val1, double val2)
	3D Constructor More...

	VMDBase (double val0, double val1, double val2, double val3)
	4D Constructor More...

	VMDBase (double val0, double val1, double val2, double val3, double val4)
	5D Constructor More...

	VMDBase (double val0, double val1, double val2, double val3, double val4, double val5)
	6D Constructor More...

	VMDBase (size_t nd)
	Constructor. More...

	VMDBase (size_t nd, const double *bareData)
	Constructor. More...

	VMDBase (size_t nd, const float *bareData)
	Constructor. More...

	VMDBase (VMDBase &&other) noexcept
	Move constructor. More...

	~VMDBase ()
	Destructor. More...

Static Public Member Functions
static VMDBase	getNormalVector (const std::vector< VMDBase > &vectors)
	Given N-1 vectors defining a N-1 dimensional hyperplane in N dimensions, returns a vector that is normal (perpendicular) to all the input vectors. More...

static std::vector< VMDBase >	makeVectorsOrthogonal (std::vector< VMDBase > &vectors)
	Make an orthogonal system with 2 input 3D vectors. More...

Protected Attributes
TYPE *	data
	Data, an array of size nd. More...

size_t	nd
	Number of dimensions. More...

Detailed Description

template<typename TYPE = double>
class Mantid::Kernel::VMDBase< TYPE >

Simple vector class for multiple dimensions (i.e.

> 3).

Author: Janik Zikovsky

Date: 2011-08-30

Definition at line 22 of file VMD.h.

Constructor & Destructor Documentation

◆ VMDBase() [1/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase

Default constructor, build with 1 dimension.

Definition at line 26 of file VMD.cpp.

◆ VMDBase() [2/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( size_t nd )

Constructor.

Parameters

nd	:: number of dimensions

Definition at line 34 of file VMD.cpp.

◆ VMDBase() [3/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	double	val0,
		double	val1
	)

2D Constructor

Parameters

val0	:: value at first dimension
val1	:: value at second dimension

Definition at line 46 of file VMD.cpp.

◆ VMDBase() [4/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	double	val0,
		double	val1,
		double	val2
	)

3D Constructor

Parameters

val0	:: value at first dimension
val1	:: value at second dimension
val2	:: value at third dimension

Definition at line 57 of file VMD.cpp.

◆ VMDBase() [5/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	double	val0,
		double	val1,
		double	val2,
		double	val3
	)

4D Constructor

Parameters

val0	:: value at first dimension
val1	:: value at second dimension
val2	:: value at third dimension
val3	:: value at fourth dimension

Definition at line 70 of file VMD.cpp.

◆ VMDBase() [6/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	double	val0,
		double	val1,
		double	val2,
		double	val3,
		double	val4
	)

5D Constructor

Parameters

val0	:: value at first dimension
val1	:: value at second dimension
val2	:: value at third dimension
val3	:: value at fourth dimension
val4	:: value at fifth dimension

Definition at line 86 of file VMD.cpp.

References Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [7/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	double	val0,
		double	val1,
		double	val2,
		double	val3,
		double	val4,
		double	val5
	)

6D Constructor

Parameters

val0	:: value at first dimension
val1	:: value at second dimension
val2	:: value at third dimension
val3	:: value at fourth dimension
val4	:: value at fifth dimension
val5	:: value at sixth dimension

Definition at line 104 of file VMD.cpp.

References Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [8/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( const VMDBase< TYPE > & other )

Copy constructor.

Parameters

other :: other to copy

Definition at line 116 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [9/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( VMDBase< TYPE > && other )

noexcept

Move constructor.

Parameters

other :: move into this

Definition at line 141 of file VMD.cpp.

◆ VMDBase() [10/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	size_t	nd,
		const double *	bareData
	)

Constructor.

Parameters

nd	:: number of dimensions
bareData	:: pointer to a nd-sized bare data array

Definition at line 163 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [11/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase	(	size_t	nd,
		const float *	bareData
	)

Constructor.

Parameters

nd	:: number of dimensions
bareData	:: pointer to a nd-sized bare data array

Definition at line 174 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [12/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( const V3D & vector )

Constructor.

Parameters

vector :: V3D

Definition at line 184 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [13/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( const std::vector< double > & vector )

Constructor.

Parameters

vector :: vector of doubles

Definition at line 192 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [14/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( const std::vector< float > & vector )

Constructor.

Parameters

vector :: vector of floats

Definition at line 202 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ VMDBase() [15/15]

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::VMDBase ( const std::string & str )

Constructor from string.

Parameters

str	:: string of comma or space-separated numbers for each component

Definition at line 213 of file VMD.cpp.

References Mantid::Kernel::StringTokenizer::cbegin(), Mantid::Kernel::StringTokenizer::cend(), and Mantid::Kernel::StringTokenizer::TOK_IGNORE_EMPTY.

◆ ~VMDBase()

template<typename TYPE >

Mantid::Kernel::VMDBase< TYPE >::~VMDBase

Destructor.

Definition at line 233 of file VMD.cpp.

Member Function Documentation

◆ angle()

template<typename TYPE >

TYPE Mantid::Kernel::VMDBase< TYPE >::angle ( const VMDBase< TYPE > & v ) const

Return the angle between this and another vector.

Parameters

v	:: The other vector

Returns: The angle between the vectors in radians (0 < theta < pi)

Definition at line 438 of file VMD.cpp.

References Mantid::Kernel::VMDBase< TYPE >::norm().

◆ cross_prod()

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::cross_prod ( const VMDBase< TYPE > & v ) const

Cross product of two vectors.

Only works in 3D

Parameters

v	:: other vector, also 3D

Definition at line 403 of file VMD.cpp.

References Mantid::Kernel::V3D::cross_prod(), Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ getBareArray()

template<typename TYPE >

const TYPE * Mantid::Kernel::VMDBase< TYPE >::getBareArray

Returns: the bare data array directly.

Definition at line 248 of file VMD.cpp.

Referenced by Mantid::API::CoordTransform::applyVMD(), Mantid::API::IMDWorkspace::getLinePlot(), Mantid::API::IMDWorkspace::getSignalAtVMD(), and Mantid::API::IMDWorkspace::getSignalWithMaskAtVMD().

◆ getNormalVector()

template<typename TYPE = double>

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::getNormalVector ( const std::vector< VMDBase< TYPE > > & vectors )

static

Given N-1 vectors defining a N-1 dimensional hyperplane in N dimensions, returns a vector that is normal (perpendicular) to all the input vectors.

Given planar vectors a, b, c, ... Build a NxN matrix of this style: x1 x2 x3 x4 a1 a2 a4 a4 b1 b2 b4 b4 c1 c2 c4 c4

Where xn = the basis unit vector of the space, e.g. x1 = x, x2 = y, etc.

The determinant of the matrix gives the normal vector. This is analogous to the determinant method of finding the cross product of 2 3D vectors.

It can be shown that the resulting vector n is such that: n . a = 0; n . b = 0 etc. ... meaning that all the in-plane vectors are perpendicular to the normal, which is what we wanted!

(I've worked it out in 4D and its a long proof (not shown here) I'm assuming it holds for higher dimensions, I'll let a mathematician prove this :) )

Parameters

vectors :: vector of N-1 vectors with N dimensions.

Exceptions

if	the vectors are collinear

Returns: the normal vector

Definition at line 494 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::Matrix< T >::determinant(), and Mantid::Kernel::VMDBase< TYPE >::normalize().

◆ getNumDims()

template<typename TYPE >

size_t Mantid::Kernel::VMDBase< TYPE >::getNumDims

Returns: the number of dimensions

Definition at line 236 of file VMD.cpp.

Referenced by Mantid::API::CoordTransform::applyVMD(), Mantid::DataObjects::MDHistoWorkspace::getLinePoints(), Mantid::Geometry::MDPlane::MDPlane(), and Mantid::MDAlgorithms::SlicingAlgorithm::processGeneralTransformProperties().

◆ length()

template<typename TYPE >

TYPE Mantid::Kernel::VMDBase< TYPE >::length

Returns: the length of this vector

Definition at line 417 of file VMD.cpp.

◆ makeVectorsOrthogonal()

template<typename TYPE >

std::vector< VMDBase< TYPE > > Mantid::Kernel::VMDBase< TYPE >::makeVectorsOrthogonal ( std::vector< VMDBase< TYPE > > & vectors )

static

Make an orthogonal system with 2 input 3D vectors.

Currently only works in 3D!

Parameters

vectors :: list of 2 vectors with 3D

Returns: list of 3 vectors

Definition at line 450 of file VMD.cpp.

References Mantid::Kernel::V3D::makeVectorsOrthogonal().

◆ norm()

template<typename TYPE >

TYPE Mantid::Kernel::VMDBase< TYPE >::norm

Returns: the length of this vector

Definition at line 420 of file VMD.cpp.

Referenced by Mantid::Kernel::VMDBase< TYPE >::angle(), Mantid::API::IMDWorkspace::getLinePlot(), and Mantid::MDAlgorithms::SlicingAlgorithm::makeBasisVectorFromString().

◆ norm2()

template<typename TYPE >

TYPE Mantid::Kernel::VMDBase< TYPE >::norm2

Returns: the length of this vector

Definition at line 423 of file VMD.cpp.

◆ normalize()

template<typename TYPE >

TYPE Mantid::Kernel::VMDBase< TYPE >::normalize

Normalize this vector to unity length.

Returns: the length of this vector BEFORE normalizing

Definition at line 427 of file VMD.cpp.

References Mantid::Geometry::d.

Referenced by Mantid::DataObjects::CoordTransformAffine::buildOrthogonal(), Mantid::DataObjects::MDHistoWorkspace::getLinePoints(), Mantid::Kernel::VMDBase< TYPE >::getNormalVector(), Mantid::MDAlgorithms::ConvertMDHistoToMatrixWorkspace::make1DWorkspace(), and Mantid::MDAlgorithms::SlicingAlgorithm::makeBasisVectorFromString().

◆ operator!=()

template<typename TYPE >

bool Mantid::Kernel::VMDBase< TYPE >::operator!= ( const VMDBase< TYPE > & v ) const

Not-equals operator with tolerance factor.

Parameters

v	:: VMDBase for comparison

Returns: true if the items are equal

Definition at line 278 of file VMD.cpp.

References Mantid::Kernel::operator==().

◆ operator*() [1/2]

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::operator* ( const double scalar ) const

Multiply by a scalar.

Parameters

scalar :: double scalar to multiply each element

Definition at line 359 of file VMD.cpp.

◆ operator*() [2/2]

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::operator* ( const VMDBase< TYPE > & v ) const

Inner product of two vectors (element-by-element)

Parameters

v	:: other vector, must match number of dimensions

Definition at line 321 of file VMD.cpp.

◆ operator*=() [1/2]

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator*= ( const double scalar )

Multiply by a scalar.

Parameters

scalar :: double scalar to multiply each element

Definition at line 367 of file VMD.cpp.

References Mantid::Geometry::d.

◆ operator*=() [2/2]

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator*= ( const VMDBase< TYPE > & v )

Inner product of two vectors (element-by-element)

Parameters

v	:: other vector, must match number of dimensions

Definition at line 329 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ operator+()

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::operator+ ( const VMDBase< TYPE > & v ) const

Add two vectors together.

Parameters

v	:: other vector, must match number of dimensions

Definition at line 282 of file VMD.cpp.

◆ operator+=()

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator+= ( const VMDBase< TYPE > & v )

Add two vectors together.

Parameters

v	:: other vector, must match number of dimensions

Definition at line 290 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ operator-()

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::operator- ( const VMDBase< TYPE > & v ) const

Subtract two vectors.

Parameters

v	:: other vector, must match number of dimensions

Definition at line 302 of file VMD.cpp.

◆ operator-=()

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator-= ( const VMDBase< TYPE > & v )

Subtract two vectors.

Parameters

v	:: other vector, must match number of dimensions

Definition at line 310 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ operator/() [1/2]

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::operator/ ( const double scalar ) const

Divide by a scalar.

Parameters

scalar :: double scalar to Divide each element

Definition at line 375 of file VMD.cpp.

◆ operator/() [2/2]

template<typename TYPE >

VMDBase< TYPE > Mantid::Kernel::VMDBase< TYPE >::operator/ ( const VMDBase< TYPE > & v ) const

Inner division of two vectors (element-by-element)

Parameters

v	:: other vector, must match number of dimensions

Definition at line 340 of file VMD.cpp.

◆ operator/=() [1/2]

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator/= ( const double scalar )

Divide by a scalar.

Parameters

scalar :: double scalar to Divide each element

Definition at line 383 of file VMD.cpp.

References Mantid::Geometry::d.

◆ operator/=() [2/2]

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator/= ( const VMDBase< TYPE > & v )

Inner division of two vectors (element-by-element)

Parameters

v	:: other vector, must match number of dimensions

Definition at line 348 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

◆ operator=() [1/2]

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator= ( const VMDBase< TYPE > & other )

Assignment operator.

Parameters

other :: copy into this

Definition at line 127 of file VMD.cpp.

References Mantid::Geometry::d.

◆ operator=() [2/2]

template<typename TYPE >

VMDBase< TYPE > & Mantid::Kernel::VMDBase< TYPE >::operator= ( VMDBase< TYPE > && other )

noexcept

Move assignment.

Parameters

other :: move into this

Definition at line 149 of file VMD.cpp.

◆ operator==()

template<typename TYPE >

bool Mantid::Kernel::VMDBase< TYPE >::operator== ( const VMDBase< TYPE > & v ) const

Equals operator with tolerance factor.

Parameters

v	:: VMDBase for comparison

Returns: true if the items are equal

Definition at line 265 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, Mantid::Kernel::VMDBase< TYPE >::nd, and Mantid::Kernel::Tolerance.

◆ operator[]() [1/2]

template<typename TYPE >

TYPE & Mantid::Kernel::VMDBase< TYPE >::operator[] ( const size_t index )

Returns: the value at the index

Definition at line 245 of file VMD.cpp.

References index.

◆ operator[]() [2/2]

template<typename TYPE >

const TYPE & Mantid::Kernel::VMDBase< TYPE >::operator[] ( const size_t index ) const

Returns: the value at the index

Definition at line 242 of file VMD.cpp.

References index.

◆ scalar_prod()

template<typename TYPE >

TYPE Mantid::Kernel::VMDBase< TYPE >::scalar_prod ( const VMDBase< TYPE > & v ) const

Scalar product of two vectors.

Parameters

v	:: other vector, must match number of dimensions

Definition at line 391 of file VMD.cpp.

References Mantid::Geometry::d, Mantid::Kernel::VMDBase< TYPE >::data, and Mantid::Kernel::VMDBase< TYPE >::nd.

Referenced by Mantid::MDAlgorithms::SlicingAlgorithm::isProjectingOnFrame().

◆ size()

template<typename TYPE >

size_t Mantid::Kernel::VMDBase< TYPE >::size

Returns: the number of dimensions

Definition at line 239 of file VMD.cpp.

Referenced by Mantid::DataObjects::CoordTransformAffine::buildNonOrthogonal(), Mantid::DataObjects::CoordTransformAffine::buildOrthogonal(), Mantid::Geometry::MDBoxImplicitFunction::construct(), Mantid::Geometry::MDBoxImplicitFunction::fraction(), and Mantid::MDAlgorithms::SlicingAlgorithm::getGeneralImplicitFunction().

◆ toString()

template<typename TYPE >

std::string Mantid::Kernel::VMDBase< TYPE >::toString ( const std::string & separator = " " ) const

Return a simple string representation of the vector.

Parameters

separator :: string to place between values, one space is the default

Definition at line 254 of file VMD.cpp.

References Mantid::Geometry::d.

Referenced by Mantid::Kernel::operator<<().

Member Data Documentation

◆ data

template<typename TYPE = double>

TYPE* Mantid::Kernel::VMDBase< TYPE >::data

protected

Data, an array of size nd.

Definition at line 79 of file VMD.h.

Referenced by Mantid::Kernel::VMDBase< VMD_t >::angle(), Mantid::Kernel::VMDBase< TYPE >::cross_prod(), Mantid::Kernel::VMDBase< TYPE >::operator*=(), Mantid::Kernel::VMDBase< TYPE >::operator+=(), Mantid::Kernel::VMDBase< TYPE >::operator-=(), Mantid::Kernel::VMDBase< TYPE >::operator/=(), Mantid::Kernel::VMDBase< TYPE >::operator==(), Mantid::Kernel::VMDBase< TYPE >::scalar_prod(), and Mantid::Kernel::VMDBase< TYPE >::VMDBase().

◆ nd

template<typename TYPE = double>

size_t Mantid::Kernel::VMDBase< TYPE >::nd

protected

Number of dimensions.

Definition at line 77 of file VMD.h.

Referenced by Mantid::Kernel::VMDBase< VMD_t >::angle(), Mantid::Kernel::VMDBase< TYPE >::cross_prod(), Mantid::Kernel::VMDBase< TYPE >::operator*=(), Mantid::Kernel::VMDBase< TYPE >::operator+=(), Mantid::Kernel::VMDBase< TYPE >::operator-=(), Mantid::Kernel::VMDBase< TYPE >::operator/=(), Mantid::Kernel::VMDBase< TYPE >::operator==(), Mantid::Kernel::VMDBase< TYPE >::scalar_prod(), and Mantid::Kernel::VMDBase< TYPE >::VMDBase().

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

Framework/Kernel/inc/MantidKernel/VMD.h
Framework/Kernel/src/VMD.cpp

Public Member Functions

Static Public Member Functions

Protected Attributes

Detailed Description

Constructor & Destructor Documentation

◆ VMDBase() [1/15]

◆ VMDBase() [2/15]

◆ VMDBase() [3/15]

◆ VMDBase() [4/15]

◆ VMDBase() [5/15]

◆ VMDBase() [6/15]

◆ VMDBase() [7/15]

◆ VMDBase() [8/15]

◆ VMDBase() [9/15]

◆ VMDBase() [10/15]

◆ VMDBase() [11/15]

◆ VMDBase() [12/15]

◆ VMDBase() [13/15]

◆ VMDBase() [14/15]

◆ VMDBase() [15/15]

◆ ~VMDBase()

Member Function Documentation

◆ angle()

◆ cross_prod()

◆ getBareArray()

◆ getNormalVector()

◆ getNumDims()

◆ length()

◆ makeVectorsOrthogonal()

◆ norm()

◆ norm2()

◆ normalize()

◆ operator!=()

◆ operator*() [1/2]

◆ operator*() [2/2]

◆ operator*=() [1/2]

◆ operator*=() [2/2]

◆ operator+()

◆ operator+=()

◆ operator-()

◆ operator-=()

◆ operator/() [1/2]

◆ operator/() [2/2]

◆ operator/=() [1/2]

◆ operator/=() [2/2]

◆ operator=() [1/2]

◆ operator=() [2/2]

◆ operator==()

◆ operator[]() [1/2]

◆ operator[]() [2/2]

◆ scalar_prod()

◆ size()

◆ toString()

Member Data Documentation

◆ data

◆ nd