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Topology-based geometry representation to support geometric reasoning

机译:基于拓扑的几何表示以支持几何推理

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摘要

The geometry of parts and components is traditionally represented in the computer using some form of coordinate data in three-dimensional Euclidean space. Such a representation is at too low a level of detail to enable deep reasoning based on an understanding of the geometric relationships that exist in the part. It is suggested that an application-specific hierarchic representation of part geometry, where geometric details at lower levels of the hierarchy are embedded within the higher level topological description of the object, provides a powerful framework for enabling such geometric reasoning capabilities. Such a representation can facilitate high-level topological queries, linguistic means for human-machine interaction, development of an intelligent interactive design aid, and an extension to more complex geometries. It can provide a language for expressing the appropriate domain heuristics, thereby leading to a smooth interface between the heuristics and the geometry representation. The authors analyze these issues and illustrate the concepts in the context of blocker design, which is encountered in the process of forging die design.
机译:传统上,零件和部件的几何形状是在计算机中使用三维欧几里得空间中的某种形式的坐标数据表示的。这样的表示的详细程度太低,无法基于对零件中存在的几何关系的理解来进行深入的推理。建议将零件几何的特定于应用的层次表示形式(该层次的较低层次的几何细节嵌入对象的较高层次的拓扑描述中)提供了一个强大的框架,以支持这种几何推理能力。这种表示可以促进高级拓扑查询,人机交互的语言方法,智能交互设计辅助工具的开发以及对更复杂几何形状的扩展。它可以提供一种语言来表达适当的领域试探法,从而导致试探法和几何表示之间的平滑接口。作者分析了这些问题,并在锻造模具设计过程中遇到的阻滞剂设计中说明了这些概念。

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