Transition 
Note: This feature is under development. The command to enable or disable features under development is:
Set Developer Commands {On|OFF}
Applies to: Surfaces
Summary: Produces a specified transition mesh for specific situations
Syntax:
Surface <range> Scheme Transition {Triangle|Half_circle|Three_to_one|Two_to_one|Convex_corner|Four_to_two} [Source Curve <id>] [Source Vertex <id>]
Discussion:
The transition scheme supplies a set of transition primitives which serve to transition a mesh from one density to another across a given surface. The six transition sub-types are demonstrated here.
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Scheme Transition Triangle creates four quads in a triangle that has sides of three, two, and one intervals. |
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Scheme Transition Half_circle creates
three intervals on the flat and three on the curved part of
the half-circle, then creates four quads in the
surface. |
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Scheme Transition Three_to_one creates four quads on a rectangular surface that has intervals of three, one, one, and one on its sides. |
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Scheme Transition Two_to_one creates three quads on a rectangular surface that has intervals of two, two, one and one on its sides : |
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Scheme Transition Convex_corner takes a six-sided block with a convex corner and connects that inner corner to the opposite one, creating two quads on the surface. |
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Scheme Transition Four_to_two creates seven quads on a rectangular surface that has intervals of four, two, two, and two on its sides. |
The user also has the option of specifying a source curve and/or a source vertex. The rules for these specifications are as follows
- If both a curve and vertex are specified, the vertex must be on the curve.
- The Convex_corner sub-type does not allow a source curve.
- The Four_to_two sub-type does not allow a source vertex.
- The source curve will be the curve that will be given the fewest intervals.
- The source vertex will specify which corner will be used for the scheme, in cases where this makes sense (primarily in the Triangle, and Two_to_one cases).
- If none of the optional information is given, the program will assign the source curve to be the shortest one on the face, in keeping with the most probable





