Optimizing the design of a hydrostatic thrust bearing by applying genetic algorithms

ACM-SE 28 Pub Date : 1990-04-01 DOI:10.1145/98949.99152
Koushik Banerjee
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Abstract

This paper considers optimizing the design of a hydro­ static thrust bearing by applying genetic algorithms ((7,4s). This is a practical design problem, and the ob­ jective is (i) to confirm that GAs can be successfully applied as an optimization tool in complex engineering design problems,and (it) that the mutation operator in a simple GA can serve as an extremely powerful tool in locating the global optima in the search space in a complicated optimization problem. The optimization criterion involves minimizing the to­ tal power loss to the bearing (U), which is the sum of the pumping energy (Ep) and the frictional loss (Ey). The problem has three design variables and four con­ straints, thus making it a complex optimization prob­ lem irrespective of the optimizing algorithm employed. The problem was earlier solved by the random search technique (rst). GAs are search algorithms based on the mechanics of natural selection and natural genet­ ics. For information on GAs readers are requested to refer [l]. The objective function to be optimized is given by U = E y + E p (1)
应用遗传算法优化静压止推轴承设计
本文采用遗传算法((7,4))对静压推力轴承进行优化设计。这是一个实际的设计问题,其目的是:(i)证实遗传算法可以成功地作为一种优化工具应用于复杂的工程设计问题中,(it)简单遗传算法中的突变算子可以作为一种极其强大的工具,在复杂的优化问题中在搜索空间中定位全局最优解。优化准则包括使轴承的总功率损失(U)最小,U是泵送能量(Ep)和摩擦损失(Ey)的总和。该问题具有3个设计变量和4个约束条件,因此无论采用何种优化算法,都是一个复杂的优化问题。这个问题早先是由随机搜索技术(rst)解决的。GAs是基于自然选择和自然遗传机制的搜索算法。有关GAs的信息请参阅[1]。要优化的目标函数为U = y + p (1)
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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