TensorMathOperations

Functions
template<class T1 , class T2 , std::enable_if_t<(AreProperTensors< T1, T2 >::value &&TensorTraits< T1 >::rank !=0 &&TensorTraits< T2 >::rank==0), int > = 0>
auto	Dune::ACFem::Tensor::pow (T1 &&t1, T2 &&t2)
	Power operations with scalar exponents are promoted to component-wise power operations by multiplying the scalar factor with a ones() tensor which matches the tensor-signature of T1. More...

Detailed Description

Function Documentation

pow()

template<class T1 , class T2 , std::enable_if_t<(AreProperTensors< T1, T2 >::value &&TensorTraits< T1 >::rank !=0 &&TensorTraits< T2 >::rank==0), int > = 0>

auto Dune::ACFem::Tensor::pow	(	T1 &&	t1,
		T2 &&	t2
	)

Power operations with scalar exponents are promoted to component-wise power operations by multiplying the scalar factor with a ones() tensor which matches the tensor-signature of T1.

Component-wise power operation with matching tensor-signatures of T1 and T2.

Referenced by Dune::ACFem::ParabolicEulerEstimator< OldSolutionFunction, TimeProvider, ImplicitModel, ExplicitModel, Norm >::estimateBoundary(), Dune::ACFem::ParabolicEulerEstimator< OldSolutionFunction, TimeProvider, ImplicitModel, ExplicitModel, Norm >::estimateIntersection(), Dune::ACFem::ParabolicEulerEstimator< OldSolutionFunction, TimeProvider, ImplicitModel, ExplicitModel, Norm >::estimateLocal(), Dune::ACFem::PDEModel::P_LaplacianModel< FunctionSpace, PField >::flux(), Dune::ACFem::PDEModel::P_LaplacianModel< FunctionSpace, PField >::fluxDivergence(), Dune::ACFem::h2Estimate(), Dune::ACFem::PDEModel::P_LaplacianModel< FunctionSpace, PField >::linearizedFlux(), Dune::ACFem::PDEModel::P_MassModel< FunctionSpace, PField >::linearizedSource(), Dune::ACFem::GridFunction::meshPenalty(), and Dune::ACFem::PDEModel::P_MassModel< FunctionSpace, PField >::source().