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MADNESS 0.10.1
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Provides test problems for examining the convergence of embedded (Dirichlet) boundary conditions. More...
#include <madness/mra/mra.h>#include <madness/mra/lbdeux.h>#include <madness/mra/sdf_shape_3D.h>#include <string>

Go to the source code of this file.
Classes | |
| class | ConstantSphere |
| The constant on a sphere problem. More... | |
| class | CosineSphere |
| The cos(theta) on a sphere problem. More... | |
| class | DirichletCondIntOp |
The operator needed for solving for ![]() | |
| struct | DirichletLBCost< NDIM > |
| class | EmbeddedDirichlet |
| Abstract base class for embedded Dirichlet problems. More... | |
| class | InhomoConstantSphere |
| The constant on a sphere problem, with inhomogeneity. More... | |
| class | Y20Sphere |
| The Y_2^0 on a sphere problem. More... | |
Enumerations | |
| enum | FunctorOutput { SURFACE , DIRICHLET_RHS , EXACT , DOMAIN_MASK } |
| enum | Mask { LLRV , Gaussian } |
Provides test problems for examining the convergence of embedded (Dirichlet) boundary conditions.
The auxiliary PDE being solved is
![\[ \nabla^2 u - p(\varepsilon) S (u-g) = \varphi f, \]](form_75.png)
where








The available test problems are









This file sets up the various details of the problems... the main program is found in embedded_dirichlet.cc.
| enum FunctorOutput |
| enum Mask |