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MULTIDISCIPLINARY OPTIMIZATION OF AIRCRAFT PARAMETERS BY THE LOCAL DISTRIBUTED CRITERIA METHOD

机译:基于局部准则的飞机参数多学科优化

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The philosophy of the new approach to multidisciplinaryrnoptimization of aircraft parametersrnby a target criterion are formulated in view ofrnrequirements of aerodynamics, flight dynamicsrn& control, and strength. The idea of a local decompositionrnof the initial problem into monodisciplinaryrnsubtasks with special criteria-LocalrnDistributed Criteria (LDC), is used. Thernregular method of LDC formation is proposedrnon the basis of sensitivity functions. These functionsrnresult from transformation of adjoint variablesrnand Lagrangian multipliers extractedrnfrom the rigorous solution of the aircraft trajectoryrnoptimization problem by the target criterionrnwith use of the indirect method-the Pontryaginrnmaximum principle. The LDC, on thernone hand, give monodisciplinary subtasks anrnindependent access to the unified target criterion,rnand on the other hand, take into accountrnthe specific contribution of all aircraft flightrnphases.rnThe LDC approach application for thernlauncher parameter optimization is described.rnThe qualitatively new solutions are demonstrated.
机译:针对空气动力学,飞行动力学与控制以及强度的要求,提出了一种通过目标准则对飞机参数进行多学科优化的新方法的理念。使用了将初始问题分解为具有特殊条件-LocalrnDistributed Criteria(LDC)的单学科子任务的局部分解思想。在灵敏函数的基础上,提出了LDC的常规形成方法。这些函数是通过使用间接方法-Pontryaginmaximumum原理,根据目标准则从飞机航迹的严格解中提取的伴随变量的转换和拉格朗日乘子的转换产生的。 LDC一方面赋予单学科的子任务独立的访问统一目标标准的权利,另一方面又考虑了所有飞机飞行阶段的具体贡献。描述了LDC方法在发射器参数优化中的应用。演示。

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