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NiHu
2.0
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implementation of kernels of the Laplace equation \( \nabla^2 p = 0 \) More...
#include "distance_dependent_kernel.hpp"#include "guiggiani_1992.hpp"#include "normal_derivative_kernel.hpp"#include "../core/global_definitions.hpp"#include "../core/gaussian_quadrature.hpp"#include <boost/math/constants/constants.hpp>#include <cmath>Go to the source code of this file.
Namespaces | |
| NiHu::distance_dependent_kernel_traits_ns | |
| GENERAL TRAITS. | |
| NiHu::kernel_traits_ns | |
| metafunctions returning regular and singular kernel traits | |
Typedefs | |
| typedef normal_derivative_kernel< laplace_kernel< space_2d<> >, 0, 0 > | NiHu::laplace_2d_SLP_kernel |
| shorthand for the 2d Laplace SLP kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_3d<> >, 0, 0 > | NiHu::laplace_3d_SLP_kernel |
| shorthand for the 3d Laplace SLP kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_2d<> >, 0, 1 > | NiHu::laplace_2d_DLP_kernel |
| shorthand for the 2d Laplace DLP kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_3d<> >, 0, 1 > | NiHu::laplace_3d_DLP_kernel |
| shorthand for the 3d Laplace DLP kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_2d<> >, 1, 0 > | NiHu::laplace_2d_DLPt_kernel |
| shorthand for the 2d Laplace DLPt kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_3d<> >, 1, 0 > | NiHu::laplace_3d_DLPt_kernel |
| shorthand for the 3d Laplace DLPt kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_2d<> >, 1, 1 > | NiHu::laplace_2d_HSP_kernel |
| shorthand for the 2d Laplace HSP kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_3d<> >, 1, 1 > | NiHu::laplace_3d_HSP_kernel |
| shorthand for the 3d Laplace HSP kernel | |
| typedef normal_derivative_kernel< laplace_kernel< space_3d<> >, 2, 0 > | NiHu::laplace_3d_Gxx_kernel |
| shorthand for the 3d Laplace Gxx kernel | |
implementation of kernels of the Laplace equation \( \nabla^2 p = 0 \)
Definition in file laplace_kernel.hpp.