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On the Extraction of Kinematic Behavior from Optimal Compliant Topologies with Application to Number Synthesis of Linkages

机译:从施用与数量合成的最佳柔顺拓扑的运动行为提取

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This paper presents a number of systematically designed compliant topologies and discusses how the intrinsic kinematic behavior can be extracted from them. This is then applied to the number synthesis of linkages. Many techniques developed for number synthesis of linkages enumerate numerous possible kinematic chains, but few can select the best configuration among them. A systematic computational approach that can select the best configuration based on kinetostatic design specifications is presented here. This is a serendipitous result that transpired when two well-developed design techniques for compliant mechanisms were combined. A number of examples with non-intuitive design specifications are included to illustrate the new approach to number synthesis. The examples also illustrate that the kinematic behavior is aptly captured in the elastic mechanics-based topology optimization method to compliant mechanism design. Dimensional synthesis is also accomplished in the same procedure, which is an added benefit of this approach.
机译:本文介绍了许多系统地设计的副拓扑,并讨论了如何从它们中提取内部运动行为。然后将其应用于联动的数量合成。为数量合成的许多技术开发了联系的数量枚举了许多可能的运动链,但很少有可能选择它们之间的最佳配置。这里提出了一种可以选择基于运动图设计规范的最佳配置的系统计算方法。这是当合并柔顺机构的两个开发的设计技术时迁移的偶然结果。包括非直观设计规范的许多示例,以说明数量合成的新方法。该示例还示出了在基于弹性的力学的拓扑优化方法中恰当地捕获运动行为,以柔顺机构设计。尺寸合成也以相同的方法完成,这是这种方法的额外益处。

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