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首页> 外文期刊>Journal of information science and engineering >Boundary Control of Subdivision Surfaces Using an Open Uniform Quadratic Subdivision Scheme
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Boundary Control of Subdivision Surfaces Using an Open Uniform Quadratic Subdivision Scheme

机译:使用开放均匀二次细分方案的细分曲面的边界控制

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The ability to control boundary behaviors is critical for the subdivision surface to become a useful representation in computer aided geometric design. Previous methods achieve boundary control by extending the boundary vertices of the control mesh, or by applying different subdivision rules to the boundary edges and vertices. This paper presents an open uniform quadratic subdivision scheme derived from the subdivision of open uniform B-spline surfaces. For meshes with 4-sided boundary and corner faces, the cross-tangent along the boundary curves can also be derived. The proposed scheme leads to a straightforward boundary control that enables two subdivision surfaces to be joined with C~0 and C~1-continuity.
机译:控制边界行为的能力对于细分表面成为计算机辅助几何设计中的有用表示至关重要。先前的方法通过扩展控制网格的边界顶点或通过对边界边和顶点应用不同的细分规则来实现边界控制。本文提出了一个从开放均匀B样条曲面细分的开放均匀二次细分方案。对于具有4面边界和角面的网格,还可以导出沿边界曲线的切线。所提出的方案导致了直接的边界控制,该边界控制使得两个细分表面能够以C-0和C-1连续性进行连接。

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