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Robustness in CAD geometric constructions

机译:CAD几何构造的稳健性

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摘要

Many authors have so far studied the problem of geometric construction in CAD from a combinatorial point of view. The derived algorithms are efficient but not general enough. Moreover the problem of robustness is seldom mentioned. We expose a logical framework of geometric construction which points out the difficulties to overcome in order to implement a correct geometric universe. We think that this precise study of the particularities of geometry is necessary to obtain a robust geometric solver.
机译:迄今为止,许多作者已经从组合的角度研究了CAD中的几何构造问题。派生算法是有效的,但不够通用。此外,很少提到鲁棒性的问题。我们揭示了几何构造的逻辑框架,指出了实现正确的几何宇宙所要克服的困难。我们认为,对几何特性的这种精确研究对于获得鲁棒的几何求解器是必要的。

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