Fairing wireframes in industrial surface design

Yu-Kun Lai, Yong-Jin Liu, Yuyang Zang, Shimin Hu
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引用次数: 5

Abstract

Wireframe is a modeling tool widely used in industrial geometric design. The term wireframe refers to two sets of curves, with the property that each curve from one set intersects with each curve from the other set. Akin to the mu-, v-isocurves in a tensor-product surface, the two sets of curves in a wireframe span an underlying surface. In many industrial design activities, wireframes are usually set up and adjusted by the designers before the whole surfaces are reconstructed. For adjustment, the fairness of wireframe has a direct influence on the quality of the underlying surface. Wireframe fairing is significantly different from fairing individual curves in that intersections should be preserved and kept in the same order. In this paper, we first present a technique for wireframe fairing by fixing the parameters during fairing. The limitation of fixed parameters is further released by an iterative gradient descent optimization method with step-size control. Experimental results show that our solution is efficient, and produces reasonably fairing results of the wireframes.
工业表面设计中的整流罩线框图
线框是一种广泛应用于工业几何设计的建模工具。术语线框指的是两组曲线,其中一组的每条曲线都与另一组的每条曲线相交。类似于张量积曲面中的mu-, v-等曲线,线框中的两组曲线跨出一个底层曲面。在许多工业设计活动中,线框图通常由设计师在重建整个表面之前建立和调整。对于调整,线框的公平性直接影响到下垫面的质量。线框整流罩与单个曲线的整流罩有很大的不同,因为线框整流罩的交点要保留并保持相同的顺序。在本文中,我们首先提出了一种通过在整流罩过程中固定参数来进行线框整流罩的技术。采用步长控制的迭代梯度下降优化方法,进一步解除了固定参数的限制。实验结果表明,该方法是有效的,并能产生合理的线框图整流效果。
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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