concepts::RadialPMLFormulas Class Reference
Class for providing the formulas in bilinear forms coming from the PML transformation of the radial PML (in 2D). More...
#include <pml_formula.hh>
Inheritance diagram for concepts::RadialPMLFormulas:
Public Member Functions | |
ElementFormulaContainer< MapCmplx2d > | A () const |
Returns formula related to the bilinear form. More... | |
ElementFormulaContainer< Cmplx > | M () const |
Returns formula related to the bilinear form. More... | |
RadialPMLFormulas (const Real offset, const int power=2, const Real sigma0=5.0, const Real2d ¢er=Real2d(0, 0)) | |
Constructor. More... | |
RCP< Formula< Real > > | sigma () const |
RCP< Formula< Real > > | sigmaB () const |
Protected Member Functions | |
virtual std::ostream & | info (std::ostream &os) const |
Returns information in an output stream. More... | |
Private Attributes | |
MatrixElementFormula< Cmplx, 2 > | A_ |
Formula related to the bilinear form. More... | |
FormulaPMLRadia | M_ |
Formula related to the bilinear form. More... | |
Detailed Description
Class for providing the formulas in bilinear forms coming from the PML transformation of the radial PML (in 2D).
Definition at line 497 of file pml_formula.hh.
Constructor & Destructor Documentation
◆ RadialPMLFormulas()
concepts::RadialPMLFormulas::RadialPMLFormulas | ( | const Real | offset, |
const int | power = 2 , |
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const Real | sigma0 = 5.0 , |
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const Real2d & | center = Real2d(0, 0) |
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) |
Constructor.
- Parameters
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offset distance of PML interface to center of circular domain power PML exponent sigma0 PML strength center center of the circular domain
Member Function Documentation
◆ A()
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inline |
◆ info()
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protectedvirtual |
Returns information in an output stream.
Reimplemented from concepts::OutputOperator.
◆ M()
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inline |
◆ sigma()
Definition at line 525 of file pml_formula.hh.
◆ sigmaB()
Definition at line 526 of file pml_formula.hh.
Member Data Documentation
◆ A_
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private |
◆ M_
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private |
The documentation for this class was generated from the following file:
- waveprop/pml_formula.hh