Convenience class for handling diffusion terms in elliptic/parabolic equations.
More...
template<class Scalar, int dim, int components, bool isotropic = true>
class Kaskade::Laplace< Scalar, dim, components, isotropic >
Convenience class for handling diffusion terms in elliptic/parabolic equations.
This class defines the variational formulation of the diffusion operator \( -\mathrm{div}(\kappa \nabla \cdot)\) for scalar-valued functions, i.e. the variational functional \( u \mapsto \nabla \frac{1}{2}u^T \kappa \nabla u \).
Definition at line 112 of file laplace.hh.
template<class Scalar , int dim, int components, bool isotropic = true>
Constructor The diffusion constant \( kappa \) is initialized to 1, the linearization point \(u_0\) to \( \nabla u_0 = 0 \).
Definition at line 119 of file laplace.hh.