EmbededFunctions.cpp File Reference

#include <EmbededFunctions.hpp>

Include dependency graph for EmbededFunctions.cpp:

Go to the source code of this file.

Functions
real_t	unaryMinus (real_t x)
bool	not_ (bool a)
real_t	modulo (real_t x, real_t y)
real_t	sum (real_t x, real_t y)
real_t	difference (real_t x, real_t y)
real_t	division (real_t x, real_t y)
real_t	product (real_t x, real_t y)
bool	gt (real_t x, real_t y)
bool	lt (real_t x, real_t y)
bool	ge (real_t x, real_t y)
bool	le (real_t x, real_t y)
bool	eq (real_t x, real_t y)
bool	ne (real_t x, real_t y)
bool	and_ (bool a, bool b)
bool	or_ (bool a, bool b)
bool	xor_ (bool a, bool b)
template<>
std::ostream &	functionName< std::log > (std::ostream &os)
template<>
std::ostream &	functionName< std::sin > (std::ostream &os)
template<>
std::ostream &	functionName< std::cos > (std::ostream &os)
template<>
std::ostream &	functionName< std::tan > (std::ostream &os)
template<>
std::ostream &	functionName< std::asin > (std::ostream &os)
template<>
std::ostream &	functionName< std::acos > (std::ostream &os)
template<>
std::ostream &	functionName< std::atan > (std::ostream &os)
template<>
std::ostream &	functionName< std::exp > (std::ostream &os)
template<>
std::ostream &	functionName< std::abs > (std::ostream &os)
template<>
std::ostream &	functionName< std::sqrt > (std::ostream &os)
template<>
std::ostream &	operatorName< gt > (std::ostream &os)
template<>
std::ostream &	operatorName< lt > (std::ostream &os)
template<>
std::ostream &	operatorName< ge > (std::ostream &os)
template<>
std::ostream &	operatorName< le > (std::ostream &os)
template<>
std::ostream &	operatorName< eq > (std::ostream &os)
template<>
std::ostream &	operatorName< ne > (std::ostream &os)
template<>
std::ostream &	binaryBooleanName< and_ > (std::ostream &os)
template<>
std::ostream &	binaryBooleanName< or_ > (std::ostream &os)
template<>
std::ostream &	binaryBooleanName< xor_ > (std::ostream &os)
template<>
std::ostream &	unaryBooleanName< not_ > (std::ostream &os)

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Function Documentation

bool and_	(	bool	a,
		bool	b
	)

Definition at line 92 of file EmbededFunctions.cpp.

{
  return (a and b);
}

template<>

std::ostream& binaryBooleanName< and_ >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& binaryBooleanName< or_ >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& binaryBooleanName< xor_ >

(

std::ostream &

os

)

[inline]

real_t difference	(	real_t	x,
		real_t	y
	)

Definition at line 46 of file EmbededFunctions.cpp.

{
  return x-y;
}

real_t division	(	real_t	x,
		real_t	y
	)

Definition at line 51 of file EmbededFunctions.cpp.

{
  return x/y;
}

bool eq	(	real_t	x,
		real_t	y
	)

Definition at line 82 of file EmbededFunctions.cpp.

{
  return (x == y);
}

template<>

std::ostream& functionName< std::abs >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::acos >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::asin >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::atan >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::cos >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::exp >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::log >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::sin >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::sqrt >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& functionName< std::tan >

(

std::ostream &

os

)

[inline]

bool ge	(	real_t	x,
		real_t	y
	)

Definition at line 72 of file EmbededFunctions.cpp.

{
  return (x >= y);
}

bool gt	(	real_t	x,
		real_t	y
	)

Definition at line 62 of file EmbededFunctions.cpp.

{
  return (x > y);
}

bool le	(	real_t	x,
		real_t	y
	)

Definition at line 77 of file EmbededFunctions.cpp.

{
  return (x <= y);
}

bool lt	(	real_t	x,
		real_t	y
	)

Definition at line 67 of file EmbededFunctions.cpp.

{
  return (x < y);
}

real_t modulo	(	real_t	x,
		real_t	y
	)

Definition at line 34 of file EmbededFunctions.cpp.

{
  int a = static_cast<int>(x);
  int b = static_cast<int>(y);
  return a%b;
}

bool ne	(	real_t	x,
		real_t	y
	)

Definition at line 87 of file EmbededFunctions.cpp.

{
  return (x != y);
}

bool not_

(

bool

a

)

Definition at line 28 of file EmbededFunctions.cpp.

{
  return not(a);
}

template<>

std::ostream& operatorName< eq >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& operatorName< ge >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& operatorName< gt >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& operatorName< le >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& operatorName< lt >

(

std::ostream &

os

)

[inline]

template<>

std::ostream& operatorName< ne >

(

std::ostream &

os

)

[inline]

bool or_	(	bool	a,
		bool	b
	)

Definition at line 97 of file EmbededFunctions.cpp.

{
  return (a or b);
}

real_t product	(	real_t	x,
		real_t	y
	)

Definition at line 56 of file EmbededFunctions.cpp.

{
  return x*y;
}

real_t sum	(	real_t	x,
		real_t	y
	)

Definition at line 41 of file EmbededFunctions.cpp.

Referenced by SurfaceMeshGenerator::Internals::__createLocalListIntersection(), GMRES::__givens(), FGMRES::__givens(), SurfaceMeshGenerator::Internals::__putEdgeRef(), SurfaceMeshGenerator::Internals::__putRefByFront(), IncompleteCholeskiFactorization::computes(), MultiGrid::correct(), and ConformTransformationQ1CartesianHexahedron::integrateCharacteristic().

{
  return x+y;
}

template<>

std::ostream& unaryBooleanName< not_ >

(

std::ostream &

os

)

[inline]

real_t unaryMinus

(

real_t

x

)

Definition at line 23 of file EmbededFunctions.cpp.

{
  return -x;
}

bool xor_	(	bool	a,
		bool	b
	)

Definition at line 102 of file EmbededFunctions.cpp.

{
  return (a xor b);
}