Implementation of geometrical boolean functions between bodies defined by NURBS

J. Gomez, A. Tayebi, I. González, F. Cátedra
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Abstract

The implementation of Boolean functionalities such as the intersection, subtraction and union of complex closed or open of bodies defined by NURBS is presented. So any arbitrary structure can be processed. While the vast majority of the proposed methods provide a resulting object composed by flat facets as a result of the Boolean operation, our implementation is able to give accurate trimmed surfaces that perfectly fits the real shape of the original objects. The developed approach is explained and some examples are shown to validate the code.
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实现由NURBS定义的实体之间的几何布尔函数
给出了NURBS定义的复闭或复开体的交、减、并等布尔函数的实现。所以任意结构都可以被处理。虽然绝大多数建议的方法提供了一个由布尔运算的平面组成的结果对象,但我们的实现能够提供精确的修剪表面,完美地符合原始对象的真实形状。说明了开发的方法,并给出了一些示例来验证代码。
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