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Optimum Support Structure Generation for Additive Manufacturing using Unit Cell Structures and Support Removal Constraint

机译:使用单元电池结构的加性制造的最佳支持结构生成和支持去除约束

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Additive Manufacturing (AM) is the process in which a part is built using a layer by layer approach. Due to the inherent nature of the process, support structures are required to support overhanging features while building a part by AM. Support Structures increase the build time and cost of manufacturing and also have an adverse effect on the surface finish of the part. This paper presents a new approach for minimizing support structures using space filling cellular structures in conjunction with Dijkstra's shortest path algorithm to generate optimized support structures. Further, additional support accessibility constraints are applied to the support generation algorithm to ensure the ease of removal of the supports after manufacturing the part. The algorithm is validated by simulating the supports for two test parts while performing FEA analysis to test whether the generated structures are capable of supporting the weight of the part. A third test case is presented to verify the results of the algorithm using the support accessibility constraint.
机译:添加剂制造(AM)是通过层方法使用层构成零件的过程。由于该过程的固有性质,需要支持结构来支持占用AM的一部分的悬垂功能。支持结构增加制造的构建时间和成本,并且对部件的表面光洁度也具有不利影响。本文介绍了使用空间填充蜂窝结构最小化支持结构的新方法,结合Dijkstra的最短路径算法来产生优化的支持结构。此外,将额外的支持可访问性约束应用于支持生成算法,以确保在制造部分之后易于移除支撑件。通过在执行FEA分析时模拟两个测试部件的支持来验证该算法以测试所生成的结构是否能够支持该部件的重量。提出了第三个测试用例以验证使用支持的可访问性约束算法的结果。

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