NiHu::fmm::convected_helmholtz_3d_hf_fmm< WaveNumber >::m2p Class Reference
M2P operator of the Convected Helmholtz SLP kernel. More...
#include <convected_helmholtz_3d_hf_fmm.hpp>
Public Types | |
| using | test_input_t = typename NiHu::convected_helmholtz_3d_SLP_kernel< wave_number_t >::test_input_t |
| using | trial_input_t = cluster_t |
| using | result_t = Eigen::Matrix< std::complex< double >, Eigen::Dynamic, 1 > |
 Public Types inherited from NiHu::fmm::convected_operator< wave_number_t > | |
| typedef Eigen::Matrix< double, 3, 3 > | dmatrix3_t |
| typedef wave_number_t | wave_number_t |
| Public Types inherited from NiHu::fmm::operator_with_wave_number< wave_number_t > | |
| typedef wave_number_t | wave_number_t |
| Public Types inherited from NiHu::fmm::fmm_operator< m2p_tag > | |
| typedef m2p_tag | fmm_tag |
Public Member Functions | |
| m2p (wave_number_t const &k, wave_number_t const &kappa, dmatrix3_t const &T, location_t const &mach_vector) | |
| size_t | cols (trial_input_t const &from) const |
| result_t | operator() (test_input_t const &tsi, trial_input_t const &from) const |
| Public Member Functions inherited from NiHu::fmm::convected_operator< wave_number_t > | |
| convected_operator (wave_number_t const &k, wave_number_t const &kappa, dmatrix3_t const &T) | |
| Construct a new convected operator object. More... | |
| dmatrix3_t | get_T () const |
| return the transform matrix More... | |
| const wave_number_t & | get_kappa () const |
| return the modified wave number More... | |
| Public Member Functions inherited from NiHu::fmm::operator_with_wave_number< wave_number_t > | |
| operator_with_wave_number (wave_number_t const &wave_number) | |
| const wave_number_t & | get_wave_number () const |
Detailed Description
template<class WaveNumber>
class NiHu::fmm::convected_helmholtz_3d_hf_fmm< WaveNumber >::m2p
M2P operator of the Convected Helmholtz SLP kernel.
Definition at line 462 of file convected_helmholtz_3d_hf_fmm.hpp.
The documentation for this class was generated from the following file:
