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Surface Classification for Boolean Operations on Solids

机译:布尔操作对固体的表面分类

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Classification of surfaces intersection, in the context of solids algebra is discussed in this paper. In any boolean operation on solids, intersection curves between faces delimiting each solid axe computed and used to subdivide faces and to define the new solid boundaries. The classification approach defined here uses a new paradigm: the fuzzy geometry. A fuzzy face is computed for each solids' face and used to determine its intersection status. The fuzzy faces intersection algorithm is able to find intersecting couples of faces and provides a detailed classification that specifies the number (simple or multiple) and the kind (open or closed) of each intersection. After a brief description of the fuzzy geometry, of its entities and its algorithms, the classification algorithm is presented, results obtained by the application of this algorithm onto some practical examples are shown and commented.
机译:在本文中讨论了在固体代数的上下文中的表面交叉的分类。在任何布尔操作上的固体上,面部之间的交叉点曲线划定计算的每个实体轴并用于细分面部并定义新的实体边界。这里定义的分类方法使用新的范例:模糊几何形状。针对每个固体的面部计算模糊面,并用于确定其交叉路口。模糊面交叉点算法能够找到相交的面部耦合,并提供详细的分类,指定每个交叉口的数字(简单或多个)和种类(打开或关闭)。在对模糊几何形状的简要说明之后,其实体及其算法,提出了分类算法,示出了通过将该算法应用于一些实际示例而获得的结果,并评论。

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