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A novel algorithm for the isomorphism detection of various kinematic chains using topological index

机译:一种新型拓扑指数对各种运动链的同构检测算法

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摘要

For mechanism design, the isomorphic kinematic chains (KCs) should be deleted to improve design efficiency. At present, most methods of isomorphism detection involve complex concepts and comparison of intermediate parameters. Moreover, when the number of components increases, it is complex and difficult to discriminate a large number of KCs in short time. However, the molecular topological index is proposed to identify isomer in organic chemistry, which shows excellent abilities for isomer recognition. In some respects, topological graph of kinematic chain is similar to chemical molecular model. Therefore, this idea is adopted to obtain extended adjacency identification index (EAID) which fits for isomorphism detection of KCs, namely KC-EAID. If two topological graphs have same KC-EAID value, then they are isomorphic. Otherwise, they are not. Three kinds of kinematic chains, including simple joints KCs, multiple joints KCs and gear-link KCs are given to verify effectiveness of this index in isomorphism detection. For KC-EAID index, it requires a few known quantities and no comparison of intermediate parameters. The algorithm only includes the calculation of matrices, which saves operation time. Therefore, KC-EAID can be used as a powerful tool for isomorphism detection in number synthesis of KCs. (C) 2019 Elsevier Ltd. All rights reserved.
机译:对于机构设计,应删除异构运动链(KCS)以提高设计效率。目前,大多数同构检测方法涉及复杂的概念和中间参数的比较。此外,当部件的数量增加时,很复杂,难以在短时间内区分大量KC。然而,提出了分子拓扑指数以鉴定有机化学中的异构体,其表现出异构体识别的优异能力。在一些方面,运动链的拓扑图类似于化学分子模型。因此,采用了这种思想来获得扩展的邻接识别指数(EAID),其适合KCS的同构检测,即KC-EAID。如果两个拓扑图具有相同的KC-EAID值,那么它们是同性的。否则,它们不是。提供三种运动链,包括简单的关节KC,多个关节KC和齿轮链路KC,以验证该指数在同构检测中的有效性。对于KC-EAID指数,它需要一些已知的数量,并且没有中间参数的比较。该算法仅包括计算矩阵的计算,该矩阵可节省操作时间。因此,KC-EAID可以用作KC数量合成中同构检测的强大工具。 (c)2019年elestvier有限公司保留所有权利。

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