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来自「Delaunay三角形的网格剖分程序」· HTML 代码 · 共 40 行

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<TITLE>COG 2.1: Grid generation algorithm</TITLE><H1>grid generation algorithm</H1> <P>The points obtained by the octree algorithm are used as input forthe Delaunay algorithm. This results in a Delaunay grid. <P>Then we assing region numbers to grid cells. Between cells withdifferent region numbers, we create boundary face cells.<H2>Known Problems</H2><H3>Bad Region Cells</H3><A NAME="bad region cell"><H3>Bad Region Cells</H3></A> If the boundary faces in the resulting grid look fine, ignore this warning.<A NAME="end of bad region cell"><hr></A> <P>The Delaunay algorithm uses only the information about the pointposition.  The resulting Delaunay grid may contain cells whichintersect the boundary faces. <P>The main idea how to avoid this is to avoid such situations in theinitial octree algorithm.  Unfortunately this is hard to achieve, andthis algorithm often fails. <P>If this happens, we assign the region number of the barycenter tothe critical cell.  This warning also leads to subsequent warningsabout bad face cells:<A NAME="bad face cell"><H3>Bad Face Cells</H3></A> If the boundary edges in the resulting grid look fine, ignore this warning.<A NAME="end of bad face cell"><hr></A> <P>This happens for the same reason as <A HREF="#bad region cell">badregion cells</A>.  It happens where different boundary faces are closeto each other, thus, especially near boundary edges.

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