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A modified multidisciplinary feasible formulation for MDO using integrated coupled approximate models

机译:使用集成耦合近似模型的MDO修正多学科可行公式

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摘要

This paper is concerned with the modification of multidisciplinary feasible formulation for MDO problems using the integrated coupled approximate models. A drawback of conventional MDFs is the numerical difficulty in decomposing the design variables and deriving the coupled equations of state. To overcome such a drawback of conventional methods, the coupling in analysis and design is resolved by approximating the state variables in each discipline by the response surface method and by modifying the optimization formulation using the corresponding integrated coupled approximate models. The validity, reliability and effectiveness of the proposed method are illustrated and verified through two optimization problems, a mathematical MDF problem and the multidisciplinary optimum design of suspension unit of wheeled armored vehicle.
机译:本文涉及使用集成耦合近似模型修改MDO问题的多学科可行公式。常规MDF的缺点是在分解设计变量和导出状态方程式时存在数值困难。为了克服常规方法的这种缺点,可以通过使用响应面方法对每个学科中的状态变量进行近似,并使用相应的集成耦合近似模型来修改优化公式,从而解决分析和设计中的耦合问题。通过数学上的MDF问题和轮式装甲车悬挂单元的多学科优化设计这两个优化问题,说明并验证了该方法的有效性,可靠性和有效性。

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