std Namespace Reference

Classes
struct	hash< Attribute >
	This template specialization allows Attributes to be used as unordered map key. More...
struct	hash< libMesh::FEType >
struct	hash< libMesh::Point >
struct	hash< ReporterName >
struct	hash< std::pair< S, T > >
struct	hash< std::vector< std::unique_ptr< Attribute > > >
	This template specialization allows vector<Attribute> to be used as unordered map key. More...
struct	multiplies< boost::multiprecision::float128 >
struct	plus< boost::multiprecision::float128 >

Typedefs
typedef Eigen::Matrix< MetaPhysicL::DualNumber< T, D, asd >, Eigen::Dynamic, 1 >	ADRealEigenVector

Functions
	LIBMESH_FLOAT128_UNARY (sqrt) LIBMESH_FLOAT128_UNARY(exp) LIBMESH_FLOAT128_UNARY(log) LIBMESH_FLOAT128_UNARY(log10) LIBMESH_FLOAT128_UNARY(sin) LIBMESH_FLOAT128_UNARY(cos) LIBMESH_FLOAT128_UNARY(tan) LIBMESH_FLOAT128_UNARY(asin) LIBMESH_FLOAT128_UNARY(acos) LIBMESH_FLOAT128_UNARY(atan) LIBMESH_FLOAT128_UNARY(sinh) LIBMESH_FLOAT128_UNARY(cosh) LIBMESH_FLOAT128_UNARY(tanh) LIBMESH_FLOAT128_UNARY(abs) LIBMESH_FLOAT128_UNARY(fabs) LIBMESH_FLOAT128_UNARY(ceil) LIBMESH_FLOAT128_UNARY(floor) inline boost
boost::multiprecision::float128	real (const boost::multiprecision::float128 in)
boost::multiprecision::float128	imag (const boost::multiprecision::float128)
	LIBMESH_FLOAT128_MATH_BOOL (isinf) LIBMESH_FLOAT128_MATH_BOOL(isnan) inline boost
	LIBMESH_FLOAT128_BINARY (pow) LIBMESH_FLOAT128_BINARY(atan2) LIBMESH_FLOAT128_BINARY(fmod) inline boost
	LIBMESH_FLOAT128_UNARY (trunc) LIBMESH_FLOAT128_UNARY(round) LIBMESH_FLOAT128_UNARY(log1p) inline long long llround(const boost
	LIBMESH_DEFINE_BOTH_MAX_MIN (long double, double) LIBMESH_DEFINE_BOTH_MAX_MIN(long double
float	LIBMESH_DEFINE_BOTH_MAX_MIN (double, float) LIBMESH_DEFINE_BOTH_MAX_MIN(libMesh
std::ostream &	operator<< (std::ostream &os, const PetscScalar in)
ADRealEigenVector< T, D, asd >	norm (const ADRealEigenVector< T, D, asd > &)
ADRealEigenVector< T, D, asd >	norm (ADRealEigenVector< T, D, asd > &&)
ADRealEigenVector< T, D, asd >	sqrt (const ADRealEigenVector< T, D, asd > &)
ADRealEigenVector< T, D, asd >	sqrt (ADRealEigenVector< T, D, asd > &&)
ADRealEigenVector< T, D, asd >	abs (const ADRealEigenVector< T, D, asd > &)
ADRealEigenVector< T, D, asd >	abs (ADRealEigenVector< T, D, asd > &&)
auto	norm (const libMesh::TypeVector< T > &vector) -> decltype(std::norm(T()))
MooseUnits	pow (const MooseUnits &, int)

Function Documentation

pow()

MooseUnits std::pow	(	const MooseUnits &	u,
		int	e
	)

Definition at line 537 of file Units.C.

Referenced by RinglebMeshGenerator::arhopj(), RinglebMesh::arhopj(), GeneratedMesh::buildMesh(), AnnularMesh::buildMesh(), SpiralAnnularMesh::buildMesh(), ElementLpNormAux::compute(), ElementH1ErrorFunctionAux::compute(), AB2PredictorCorrector::computeDT(), ElementW1pError::computeQpIntegral(), ElementH1ErrorFunctionAux::computeValue(), PseudoTimestep::currentResidualNorm(), RankTwoTensorTempl< Real >::d2sin3Lode(), SymmetricRankTwoTensorTempl< T >::dsin3Lode(), RankTwoTensorTempl< Real >::dsin3Lode(), FillBetweenPointVectorsTools::fillBetweenPointVectorsGenerator(), AnnularMeshGenerator::generate(), AdvancedExtruderGenerator::generate(), SpiralAnnularMeshGenerator::generate(), DistributedRectilinearMeshGenerator::generate(), TransfiniteMeshGenerator::getPointsDistribution(), PercentChangePostprocessor::getValue(), ElementW1pError::getValue(), MonotoneCubicInterpolation::initialize_derivs(), MonotoneCubicInterpolation::modify_derivs(), CompileTimeDerivatives::CTPow< L, R >::operator()(), DistributedRectilinearMeshGenerator::paritionSquarely(), MooseUnits::parse(), SymmetricRankTwoTensorTempl< T >::sin3Lode(), RankTwoTensorTempl< Real >::sin3Lode(), MonotoneCubicInterpolation::solve(), MathUtils::taylorLog(), PseudoTimestep::timestepRDM(), and PseudoTimestep::timestepSER().

{
  MooseUnits r = u;
  r._factor = std::pow(u._factor, e);
  r._shift = 0.0;
  for (auto & b : r._base)
    b.second *= e;
  return r;
}