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A method of identification of kinematic chains and distinct mechanisms

机译:运动链的识别方法及不同机理

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A new method is proposed to identify the distinct mechanisms derived from a given kinematic chain in this paper. The kinematic chains and their derived mechanisms are presented in the form of a flow matrix. Two structural invariants, sum of the absolute values of the characteristic polynomial coefficients (SCPC) and maximum absolute value of the characteristic polynomial coefficient (MCPC) are determined using the software MATLAB. These invariants are used as the composite identification number of a kinematic chain and mechanisms and clearly identify the distinct mechanisms derived from the family of 1-F, 8-links and 10-1inks KC as well as 2-F, 9-links simple joined KC. This study will help the designer to select the best possible mechanism to perform the specified task at the conceptual stage of design. The proposed method does not require any test for isomorphism separately. Some examples are provided to demonstrate the effectiveness of this method.
机译:本文提出了一种新的方法来识别从给定运动链派生的不同机制。运动链及其派生机制以流动矩阵的形式表示。使用MATLAB软件确定两个结构不变式,即特征多项式系数(SCPC)的绝对值之和和特征多项式系数(MCPC)的最大绝对值。这些不变量用作运动链和机构的组合标识号,并清楚地标识源自1-F,8链接和10-1inks KC家族以及2-F,9链接简单连接的独特机制。 KC。这项研究将帮助设计人员选择最佳的机制,以在设计的概念阶段执行指定的任务。提出的方法不需要单独测试同构性。提供了一些示例来证明此方法的有效性。

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