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matform_t | format () const |
| return format of bilinear form, e.g. symmetric
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| TInvarBasisQuadBEMBF (const ansatzsp_t *ansatzsp, const testsp_t *testsp, const uint order=CFG::BEM::quad_order, const bool dist_ada=CFG::BEM::adaptive_quad_order, const double ada_err=0) |
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virtual | ~TInvarBasisQuadBEMBF () |
| destructor
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virtual void | eval (const std::vector< idx_t > &row_ind, const std::vector< idx_t > &col_ind, BLAS::Matrix< value_t > &values) const |
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| TQuadBEMBF (const ansatzsp_t *ansatzsp, const testsp_t *testsp, const uint order=CFG::BEM::quad_order, const bool dist_ada=CFG::BEM::adaptive_quad_order, const double ada_err=0) |
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virtual | ~TQuadBEMBF () |
| destructor
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virtual void | eval (const std::vector< idx_t > &row_ind, const std::vector< idx_t > &col_ind, BLAS::Matrix< value_t > &values) const |
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| TBEMBF (const ansatzsp_t *aansatzsp, const testsp_t *atestsp) |
| construct bilinear form over function spaces ansatzsp and testsp
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virtual | ~TBEMBF () |
| destructor
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const ansatzsp_t * | ansatz_space () const |
| return ansatz space
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const testsp_t * | test_space () const |
| return test space
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bool | is_complex () const |
| return true if bilinear form is complex valued
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virtual void | eval_kernel (const idx_t tri0idx, const idx_t tri1idx, const TGrid::triangle_t &tri0, const TGrid::triangle_t &tri1, const tripair_quad_rule_t< real_t > *quad_rule, std::vector< value_t > &values) const |
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void | compute_basis_func () |
| compute ansatz and test basis functions for all quadrature points
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const std::vector< ansatz_value_t > * | ansatz_val (const idx_t idx, const TGrid::triangle_t &tri, const uint ncommon, const uint order) const |
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const std::vector< test_value_t > * | test_val (const idx_t idx, const TGrid::triangle_t &tri, const uint ncommon, const uint order) const |
| same as
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uint | reorder_common (idx_t *vtx0idxs, idx_t *vtx1idxs) const |
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uint | adjust_order (const idx_t *vtx0idxs, const idx_t *vtx1idxs, const uint order) const |
| adjust quadrature order order depending on diameter and distance of triangles
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const tripair_quad_rule_t< real_t > * | quad_rule (const uint ncommon, const uint order) const |
| return quadrature rule for ncommon vertices and order order
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THelmholtzSLPBF implements the bilinear form for the Helmholtz
single layer potential with the kernel function
\f[ \frac{e^{i\kappa \|x-y\|_2}}{\|x-y\|_2} \f]
i.e. for the integral equation
\f[ 4 \pi \int_{\Gamma} \frac{u(y) \cdot e^{i\kappa \|x-y\|_2}}{\|x-y\|_2} dy = f(x) \f]