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Addition method with 2 links and 3 pairs of type synthesis to planar closed kinematic chains

机译:平面闭合运动链上具有2个链节和3对类型综合的加法

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摘要

Based on the graph theory, a method called addition method with 2 links and 3 pairs is presented for type synthesis of planar closed kinematic chains. The N_K-link F_P-DOF (degree of freedom) N_P-pair kinematic chains (KCS) can be got by adding 2 links and 3 pairs to the (N_K-2)-link F_P-DOF (N_P-3)-pair KCS. Three arithmetic operators: adding operators, replacing operators and dismantling operators are defined. And three operations: basic operation (O_B), supplementary operation (O_A) and replacing operation (O_R) are carried out for convenience to type synthesis. Then based on the contracted link adjacency matrix, basic link sequence and so on, sequence code method is presented for the classification of KCS. And sequence-similarity method is developed for isomorphic identification. And a method to identification of basic rigid chains based on loop method is investigated. Finally based on isomorphic identification and identification of basic rigid chains, the addition method with 2 links and 3 pairs is applied to synthesize all KCS with up to 12 links and some KCS with 13 links or 14 links.
机译:基于图论,提出了一种用于平面闭合运动链类型合成的,具有2个链节和3对链的加法的方法。通过向(N_K-2)链接F_P-DOF(N_P-3)对KCS添加2个链接和3对,可以获得N_K链接F_P-DOF(自由度)N_P对运动链(KCS) 。定义了三个算术运算符:添加运算符,替换运算符和分解运算符。为了方便类型合成,执行了三个操作:基本操作(O_B),补充操作(O_A)和替换操作(O_R)。在此基础上,基于契约链路邻接矩阵,基本链路序列等,提出了序列编码方法对KCS进行分类。并开发了序列相似性方法用于同构识别。并研究了基于环法的基本刚性链识别方法。最后,基于同构的识别和基本刚性链的识别,应用具有2个链接和3个对的加法来合成所有具有12个链接的KCS和具有13个链接或14个链接的某些KCS。

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