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IBAMR
IBAMR version 0.19.
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Class StokesFifthOrderWaveBcCoef is an implementation of the strategy class SAMRAI::solv::RobinBcCoefStrategy that provides Dirichlet velocity boundary condition based upon Stokes' fifth-order theory of water waves at the inlet of the wave tank. The class is meant to be used with INSVCStaggeredHierarchyIntegrator. More...
#include <ibamr/StokesFifthOrderWaveBcCoef.h>

Public Member Functions | |
| StokesFifthOrderWaveBcCoef (std::string object_name, const int comp_idx, SAMRAI::tbox::Pointer< SAMRAI::tbox::Database > input_db, SAMRAI::tbox::Pointer< SAMRAI::geom::CartesianGridGeometry< NDIM > > grid_geom) | |
| Constructor. More... | |
| ~StokesFifthOrderWaveBcCoef () | |
| Destructor. More... | |
The class can calculate surface elevation and velocities in the water domain in both shallow water regime as well as deep-water regime as indicated through input database. The default regime is shallow water (finite depth).
| IBAMR::StokesFifthOrderWaveBcCoef::StokesFifthOrderWaveBcCoef | ( | std::string | object_name, |
| const int | comp_idx, | ||
| SAMRAI::tbox::Pointer< SAMRAI::tbox::Database > | input_db, | ||
| SAMRAI::tbox::Pointer< SAMRAI::geom::CartesianGridGeometry< NDIM > > | grid_geom | ||
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| IBAMR::StokesFifthOrderWaveBcCoef::~StokesFifthOrderWaveBcCoef | ( | ) |
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privatedelete |
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| from | The value to copy to this object. |
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| acoef_data | Boundary coefficient data. The array will have been defined to include index range for corresponding to the boundary box bdry_box and appropriate for the alignment of the given variable. If this is a null pointer, then the calling function is not interested in a, and you can disregard it. |
| bcoef_data | Boundary coefficient data. This array is exactly like acoef_data, except that it is to be filled with the b coefficient. |
| gcoef_data | Boundary coefficient data. This array is exactly like acoef_data, except that it is to be filled with the g coefficient. |
| variable | Variable to set the coefficients for. If implemented for multiple variables, this parameter can be used to determine which variable's coefficients are being sought. |
| patch | Patch requiring bc coefficients. |
| bdry_box | Boundary box showing where on the boundary the coefficient data is needed. |
| fill_time | Solution time corresponding to filling, for use when coefficients are time-dependent. |
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| that | The value to assign to this object. |
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Get wave parameters from input db.
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Initialize Stokes coefficients.
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Get surface elevation at a specified horizontal position and time.
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Get velocity at a specified position and time.
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This class specifies the Robin boundary condition coefficients at discrete locations on the patch boundary. Though these locations are defined by boundary box object, they do not necessarily coincide with the centers of the cells referred to by those boxes. These locations typically coincide with the nodes or face centers which do lie on the patch boundary. Accordingly, you use this function to provide the boundary coefficients at those locations by filling an array at indices corresponding to those locations.
When setting the values of the boundary condition coefficients it is useful to note that for any cell (i,j,k), the indices of the sides, edges and nodes are easily determined. The index on the lower side of the cell is the same as the index of the cell, whereas the index on the upper side of the cell has the next higher value. In 2D, the cell and its surrounding nodes and faces has the following indices:
* * (i,j+1)----(i,j+1)---(i+1,j+1) * | | * | | * | | * | | * (i,j) (i,j) (i+1,j) * | | * | | * | | * | | * (i,j)------(i,j)-----(i+1,j) * *
Once this is understood, translation between the index in the boundary box index space to the index of things on the boundary is simple.
The boundary condition coefficients should be placed in the pdat::ArrayData<DIM> objects, acoef_data and gcoef_data (see argument list), which are dimensioned to contain the indices of the points alligned with variable and lying on the the boundary defined by bdry_box.
This function is only used with type-1 boundary boxes, such as faces in 3D. Other types of boundaries do not have a well-defined surface normal.
The parameter variable is passed through to tell the implementation of this function what variable to set the coefficients for. You may wish to ignore it if your implementation is intended for a specific variable.
| acoef_data | boundary coefficient data. The array will have been defined to include index range for corresponding to the boundary box bdry_box and appropriate for the alignment of the given variable. If this is a null pointer, then the calling function is not interested in a, and you can disregard it. |
| bcoef_data | boundary coefficient data. This array is exactly like acoef_data, except that it is to be filled with the b coefficient. |
| gcoef_data | boundary coefficient data. This array is exactly like acoef_data, except that it is to be filled with the g coefficient. |
| variable | variable to set the coefficients for. If implemented for multiple variables, this parameter can be used to determine which variable's coefficients are being sought. |
| patch | patch requiring bc coefficients |
| bdry_box | boundary box showing where on the boundary the coefficient data is needed. |
| fill_time | solution time corresponding to filling, for use when coefficients are time-dependent. |
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pure virtualinherited |
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Book-keeping.
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Velocity component index.
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muparser object for filling boundary conditions other than wave inlet.
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The Cartesian grid geometry object provides the extents of the computational domain.
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| d_wave_number | : Wave number of dominant wave component [$2\pi/m$] |
| d_amplitude | : Amplitude of the dominant wave component [m] |
| d_depth | : Depth of water, from sea bed to still water level [m] |
| d_gravity | : Acceleration due to gravity [$m/s^2$] |
| d_omega | : Angular frequency [$2 \pi/s$] (optional) |
\NOTE The class calculates a more accurate value of omega from the expansion coefficients and the provided value in not used.
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If we are calculating in deep water limit.
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Stokes coefficients.
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Number of interface cells.
1.8.17