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SPATIAL LAYOUTS OF COMPLEX MECHANICAL SYSTEMS

机译:复杂机械系统的空间布局

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摘要

Spatial layouts for complex mechanical systems are important both for the reliability design and industrial esthetics design of products. Existing of extra constrains caused by specific connections among basic mechanisms makes the layout problem particular and complex. In this paper, several common connecting relations existing in complex mechanical systems are generalized into three kinds of connections, serial connections, parallel connections, and closed connections, and then constrain equations caused by these connections are set up based on transforming matrixes. Expressing spatial spaces occupied by basic mechanisms with cuboid model, and dealing with constrains and interferences in mechanical systems with the fitness function, the spatial layout problem of complex mechanical systems is calculated based on an adaptive genetic algorithm. At last, taking a complex mechanical system consisting of eight basic mechanisms with parallel and serial connections as an example, the efficiency and validity of the algorithm presented in this paper have been verified.
机译:复杂机械系统的空间布局对于产品的可靠性设计和工业美学设计都很重要。由基本机制之间的特定连接引起的额外约束的存在使布局问题变得特别复杂。本文将复杂机械系统中存在的几种常见的连接关系概括为三种连接方式,即串行连接,并行连接和封闭连接,然后根据变换矩阵建立由这些连接引起的约束方程。用长方体模型表达基本机制所占据的空间空间,并利用适应度函数处理机械系统中的约束和干扰,基于自适应遗传算法计算复杂机械系统的空间布局问题。最后以一个复杂的机械系统为例,该系统由八个具有并联和串行连接的基本机构组成,验证了本文算法的有效性和有效性。

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