that is refined in one of the spatial directions.
Project modal representation on a face to a semi-refined face (i.e. on a face that is refined in one of the spatial directions. The result is a modal representation on the semi-refined element. \n \n The function is executing one of the following projections: \n
face on current semi-refined \n
level face \n
------------------------ ------------------------ \n | | | | | \n | | refineDir | | | \n | | == 1 | fineFace | fineFace | \n | | -------->> | Shift | Shift | \n | | | == 1 | == 2 | \n | | | | | \n | | | | | \n ------------------------ ------------------------ \n
or:
------------------------ ------------------------ \n | | | | \n | | refineDir | fineFaceShift | \n | | == 2 | == 2 | \n | | -------->> ------------------------ \n | | | | \n | | | fineFaceShift | \n | | | == 1 | \n ------------------------ ------------------------ \n
| Type | Intent | Optional | Attributes | Name | ||
|---|---|---|---|---|---|---|
| real(kind=rk), | intent(in) | :: | modalRepFace(:,:) |
Modal representation of a function on the non-refined face. Dimensions are: (modg%maxPolyDegree+1)^2 for the first dimension and nScalars for the second dimension. |
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| type(ply_modg_basis_type) | :: | modg_basis |
Informations about the polynomial basis of a MODG scheme. |
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| type(atl_modg_scheme_type), | intent(in) | :: | schemeCoarse |
The parameters of your MODG scheme on the coarse level. |
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| type(atl_modg_scheme_type), | intent(in) | :: | schemeFine |
The parameters of your MODG scheme on the fine level. |
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| integer, | intent(in) | :: | refineDir |
The direction of the semi-refinement. Either 1 or 2. Have a look at the function description. |
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| integer, | intent(in) | :: | fineFaceShift |
The semi-refined element you want to obtain. |
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| real(kind=rk), | intent(inout) | :: | modalRefined(:,:) |
The modal representation of modalRepFace restricted to the semi-refined element. |