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Unified structural synthesis of planar simple and multiple joint kinematic chains

机译:平面简单和多关节运动链的统一结构综合

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摘要

A unified structural synthesis theory for the variety of kinematic chains, rather than varied methods for varied kinds of kinematic chains, is much more convenient for both the study of the mechanism theory and its applications. This paper proposes a novel structural synthesis method for kinematic chains with multiple joints which is derived from the well developed structural synthesis theory of simple joint kinematic chains and theirs atlas database technique [H.F. Ding, Z. Huang, Mech. Mach. Theory 2007 42(6) 637-651]. First, a novel topological graph, namely the new bicolor topological graph, for the representation of the multiple joint kinematic chain is presented, which is derived from the topological graph of the simple joint kinematic chain. Then the structural synthesis method of multiple joint kinematic chains based on the new bicolor topological graph is presented. One of the merits of the method is that it unifies the structural synthesis of simple joint kinematic chains with multiple joint kinematic chains. In addition, isomorphism identification, one of the most difficult problems in structural synthesis, becomes unnecessary with this synthesis method. Finally, all multiple joint kinematic chains with several specific numbers of links, degrees-of-freedom, and numbers of multiple joints are synthesized in batch as examples to show the effectiveness of the method.
机译:对于各种运动链的统一结构综合理论,而不是对于各种运动链的变化方法,对于机理理论及其应用的研究都更加方便。本文提出了一种新颖的多关节运动链结构综合方法,该方法是从发达的简单关节运动链结构综合理论及其图集数据库技术[H.F.丁Z.黄机械马赫理论2007 42(6)637-651]。首先,提出了一种新颖的拓扑图,即新的双色拓扑图,用于表示多关节运动链,该拓扑图是从简单关节运动链的拓扑图派生而来的。然后提出了基于新的双色拓扑图的多关节运动链结构综合方法。该方法的优点之一是它使简单的关节运动链与多关节运动链的结构合成统一。另外,同构识别是结构合成中最困难的问题之一,这种合成方法变得不必要。最后,将具有多个特定数量的链接,自由度和多个关节数的所有多关节运动链作为示例进行了合成,以证明该方法的有效性。

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