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Neural Network and Regression Approximations in High-Speed Civil Aircraft Design Optimization

机译:高速民航飞机设计优化中的神经网络和回归近似

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摘要

Nonlinear mathematical-programming-based design optimization can be an elegant method. However, the calculations required to generate the merit function, constraints, and their gradients, which are frequently required, make the process computationally intensive. The computational burden can be substantially reduced by using approximating analyzers derived from an original analyzer utilizing neural networks and linear regression methods. The experience gained from using both of these approximation methods in the design optimization of a high-speed civil transport aircraft is the subject of this paper. The NASA Langley Research Center's Flight Optimization System was selected for the aircraft analysis. This software was exercised to generate a set of training data with which a neural network and regression method were trained, thereby producing the two approximating analyzers. The derived analyzers were coupled to the NASA Lewis Research Center's CometBoards test bed to provide the optimization capability. Both approximation methods were examined for use in aircraft design optimization, and both performed satisfactorily. The CPU time for solution of the problem, which had been measured in hours, was reduced to minutes with the neural network approximation and to seconds with the regression method. Instability encountered in the aircraft analysis software at certain design points was also eliminated. However, there were costs and difficulties associated with training the approximating analyzers. The CPU time required to generate the I/O pairs and to train the approximating analyzers was seven times that required for solution of the problem.
机译:基于非线性数学编程的设计优化可能是一种优雅的方法。但是,经常需要生成绩效函数,约束及其梯度所需的计算,从而使该过程的计算量很大。通过使用从原始分析器派生的近似分析器(使用神经网络和线性回归方法),可以大大减少计算负担。本文的主题是在高速民航飞机的设计优化中使用这两种近似方法获得的经验。选择了NASA兰利研究中心的飞行优化系统进行飞机分析。对该软件进行了练习,以生成一组训练数据,利用该训练数据对神经网络和回归方法进行了训练,从而生成了两个近似分析器。派生的分析仪与NASA Lewis研究中心的CometBoards测试台耦合,以提供优化功能。对这两种近似方法进行了检查,以用于飞机设计优化,并且均令人满意地进行了研究。解决问题的CPU时间(以小时为单位)通过神经网络近似减少为数分钟,而通过回归方法减少为数秒。飞机分析软件在某些设计点遇到的不稳定性也得到了消除。但是,训练近似分析仪存在成本和困难。生成I / O对和训练近似分析器所需的CPU时间是解决问题所需的CPU时间的7倍。

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