The functional voxel algorithm for iterative composition of complex contours

A. Sycheva, A. Plaksin
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Abstract

The analytical representation most accurately describes the geometry of the simulated objects. However, its application is associated with a number of difficulties. In particular, R-functional modeling imposes high requirements to the qualification of the researcher and may require considerable time for modeling due to recursive nesting of calculations. The application of features of functional-voxel models to simplify R-functional modeling of complex contours is considered. The Function of Local Zeroing is proposed as the main tool for iterative modeling of complex contours, including parametric curves. The method of determining the negative area of FLOZ-constructed contour models for further construction of predicate complex functions by means of R-functional operations is described.
复杂轮廓迭代合成的功能体素算法
解析表示最准确地描述了模拟对象的几何形状。然而,它的应用伴随着一些困难。特别是,r -函数建模对研究人员的资格要求很高,并且由于计算的递归嵌套可能需要相当长的建模时间。考虑了利用功能体素模型的特征来简化复杂轮廓的r -函数建模。提出了局部归零函数作为复杂轮廓(包括参数曲线)迭代建模的主要工具。描述了利用r -泛函操作确定floz构造轮廓模型的负面积,从而进一步构造谓词复函数的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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