裁剪NURBS曲面的无间隙相交重建

B. Urick, R. Crawford, T. Hughes, E. Cohen, R. Riesenfeld
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引用次数: 3

摘要

计算机辅助设计(CAD)、计算机辅助工程(CAE)和计算机辅助制造(CAM)等现代工程技术在工程设计中无处不在。他们专注于创建、分析和制造以几何模型表示的对象。从历史上看,这些技术是独立开发的,因此它们的几何表示是根据技术的需要定制的。因此,这些技术的组合使用导致了数据结构、文件格式、软件约束以及用户知识和实践方面的差异,需要在系统之间转换表示以支持互操作性。使这种情况复杂化的是CAD系统中建模操作的近似性质,这可能导致模型的配合修剪表面之间的边界曲线出现间隙。本文介绍的研究旨在消除修整表面之间的间隙,从而产生适合下游应用直接使用的“水密”模型。提出了一种三步算法,包括对切边曲线的参数空间进行分析、重新参数化以创建全局参数空间、重建相交曲面以保证切边曲线处的连续性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reconstruction of Gap-Free Intersections for Trimmed NURBS Surfaces
The modern engineering technologies of Computer-Aided Design (CAD), Computer-Aided Engineering (CAE) and Computer-Aided Manufacturing (CAM) are ubiquitous in engineering design. They are focused on creating, analyzing, and fabricating objects represented as geometric models. Historically, these technologies developed independently, such that their geometric representations are customized to the needs of the technology. As a result, combined use of these technologies has led to differences in data structures, file formats, software constraints, and user knowledge and practice, requiring translation of representations between systems to support interoperability. Complicating this situation is the approximate nature of modeling operations in CAD systems, which can result in gaps at the boundary curves between mating trimmed surfaces of a model. The research presented here is aimed at removing the gaps between trimmed surfaces, resulting in a “watertight” model that is suitable for use directly by downstream applications. A three-step algorithm is presented that includes analysis of the parametric space of the trimming curves, reparameterization to create a global parameter space, and reconstruction of the intersecting surfaces to ensure continuity at the trimming curve.
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