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首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part B. Journal of engineering manufacture >A hybrid approach to automatically generate parting curves of free-form surfaces
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A hybrid approach to automatically generate parting curves of free-form surfaces

机译:自动生成自由曲面的分型曲线的混合方法

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摘要

In computer-aided design for moldings, automatic generation of parting curves is a crucial design task that has an influence on the entire mold structure. This article proposes a hybrid approach for determining the parting curves of free-form computer-aided design models. Based on the analysis of the geometric properties of specific entities and mathematical conditions, different sets of moldable surfaces for two-half molds and side cores are identified. All surfaces that do not contribute to the parting curves can be subtracted from these surface sets. The proposed parting curve is generated based on the combination of both the outermost boundary edges and the visible silhouette segments of the relevant surfaces. By the techniques of silhouette detecting, edge projecting, and ray testing, the proposed algorithm overcomes the problems found in conventional research that cannot guarantee that the outermost curves generated are the actual silhouette of a free-form surface. In addition, by eliminating all irrelevant surfaces and without using the surface approximation method, the proposed approach achieves the goals of obtaining high accuracy coupled with high performance. Two examples of industrial models are used to demonstrate the performance and robustness of the proposed algorithm. The approach is generic in nature, which allows it to be applied to any complex geometry in three-dimensional mold design.
机译:在模具的计算机辅助设计中,自动生成分型曲线是一项至关重要的设计任务,它会影响整个模具结构。本文提出了一种用于确定自由形式计算机辅助设计模型的分型曲线的混合方法。基于对特定实体的几何特性和数学条件的分析,可以识别出两半模具和侧芯的不同组可模制表面。可以从这些曲面集中减去所有不影响分型曲线的曲面。根据最外边界边缘和相关表面的可见轮廓线段的组合生成建议的分型曲线。通过轮廓检测,边缘投影和射线测试技术,提出的算法克服了传统研究中发现的问题,这些问题不能保证生成的最外面的曲线是自由曲面的实际轮廓。另外,通过消除所有不相关的表面并且不使用表面近似方法,所提出的方法达到了获得高精度和高性能的目标。工业模型的两个示例用于证明所提出算法的性能和鲁棒性。该方法本质上是通用的,因此可以将其应用于三维模具设计中的任何复杂几何形状。

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