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Computer-aided structure decomposition theory of kinematic chains and its applications

机译:运动链的计算机辅助结构分解理论及其应用

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Rigid sub-chain detection and isomorphism identification are two of the most difficult problems in the computer-aided structure synthesis of kinematic chains. This paper aims to find an efficient solution which can be fulfilled within the computer itself to the problem of rigid sub-chain detection of planar kinematic chains, especially for complex planar mechanisms. Based on the array representation of the loops of kinematic chains, this paper first introduces two operations of loops, the "Θ" and "{direct +}" operations. Then a new theory of structure decomposition of kinematic chains is proposed on the basis of the concept of the independent loop set. After that a new method grounded on the theory is proposed for rigid sub-chain detection. Finally, the optimized algorithm for structure decomposition is presented and the corresponding program for rigid sub-chain detection is developed as well.
机译:刚性子链检测和同构性识别是运动链的计算机辅助结构合成中最困难的两个问题。本文旨在找到一种有效的解决方案,可以在计算机内部解决平面运动链的刚性子链检测问题,特别是对于复杂的平面机构。基于运动链循环的数组表示形式,本文首先介绍了两个循环操作,即“Θ”和“ {direct +}”操作。然后在独立环组概念的基础上提出了运动链结构分解的新理论。之后,提出了一种基于该理论的刚性子链检测新方法。最后,给出了优化的结构分解算法,并开发了相应的刚性子链检测程序。

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