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Optimum structural design and robust active control using singular value constraints

机译:使用奇异值约束的优化结构设计和鲁棒的主动控制

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摘要

This paper introduces a methodology for simultaneously designing a minimum weight structure and robust active controls to reduce vibrations in an aircraft structure due to external disturbances. The design problem is posed as a mathematical optimization problem with the principal objective function being the weight of the structure. The robust control design is achieved by specifying appropriate constraints on singular values of the closed-loop transfer matrices. The control approach selected for this purpose is based on designing a dynamic compensator that simultaneously minimizes the upper bound of a quadratic performance indexH2and theH∞norm of a disturbance transfer function of a multi-input/multi-output system. The controller can tolerate both real parameter uncertainty in the structural frequencies and damping, and unmodelled dynamics. The design variables are the crosspsectional areas of the structure and the parameters used in the design of a control system. The method was applied to three structures idealized with membrane elements, shear panels and bar elements with embedded actuators and sensors simulating an active flexible aircraft win
机译:本文介绍了一种同时设计最小重量结构和鲁棒主动控制的方法,以减少由于外部干扰引起的飞机结构振动。设计问题被提出为数学优化问题,其主要目标函数是结构的权重。通过对闭环传输矩阵的奇异值指定适当的约束,实现了鲁棒控制设计。为此选择的控制方法基于设计一个动态补偿器,该补偿器同时最小化二次性能指数H2的上限和多输入/多输出系统的扰动传递函数的H∞范数。控制器既可以容忍结构频率和阻尼中的真实参数不确定性,也可以容忍未建模的动力学。设计变量是结构的横截面积和控制系统设计中使用的参数。该方法被应用于三种理想化的结构,这些结构具有膜元件、剪切板和杆构件,并带有嵌入式执行器和传感器,模拟了主动柔性飞机的胜利

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  • 来源
    《computational mechanics》 |2004年第3期|208-215|共页
  • 作者

    N.S.Khot;

  • 作者单位

    Wright-Patterson AFB;

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  • 原文格式 PDF
  • 正文语种 英语
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