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Documentation: Use '-' rather than '+' for lists for Doxygen
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@ -30,16 +30,16 @@ Description
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The requirements are:
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+ To have a decomposition of space which can quickly interrogate an
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- To have a decomposition of space which can quickly interrogate an
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arbitrary location from any processor to reliably and unambiguously
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determine which processor owns the space that the point is in, i.e. as
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the vertices move, or need inserted as part of the surface conformation,
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send them to the correct proc.
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+ To be able to be dynamically built, refined and redistributed to other
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- To be able to be dynamically built, refined and redistributed to other
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procs the partitioning as the meshing progresses to balance the load.
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+ To be able to query whether a sphere (the circumsphere of a Delaunay tet)
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- To be able to query whether a sphere (the circumsphere of a Delaunay tet)
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overlaps any part of the space defined by the structure, and whether a
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ray (Voronoi edge) penetrates any part of the space defined by the
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structure, this is what determines if points get referred to a processor.
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@ -28,9 +28,9 @@ Description
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Utility to refine cells in multiple directions.
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Command-line option handling:
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+ If -all specified or no refineMeshDict exists or, refine all cells
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+ If -dict <file> specified refine according to <file>
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+ If refineMeshDict exists refine according to refineMeshDict
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- If -all specified or no refineMeshDict exists or, refine all cells
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- If -dict {file} specified refine according to {file}
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- If refineMeshDict exists refine according to refineMeshDict
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When the refinement or all cells is selected apply 3D refinement for 3D
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cases and 2D refinement for 2D cases.
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@ -30,7 +30,7 @@ Description
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operation on two surfaces. Assumes that the orientation of the surfaces is
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correct:
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+ if the operation is union or intersection, that both surface's normals
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- if the operation is union or intersection, that both surface's normals
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(n) have the same orientation with respect to a point, i.e. surfaces and b
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are orientated the same with respect to point x:
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@ -45,7 +45,7 @@ Description
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@endverbatim
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+ if the operation is a subtraction, the surfaces should be oppositely
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- if the operation is a subtraction, the surfaces should be oppositely
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oriented with respect to a point, i.e. for (a - b), then b's orientation
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should be such that x is "inside", and a's orientation such that x is
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"outside"
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