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Gain-Scheduled H-Infinity Control and Analysis of a Nonlinear Generic Hypersonic Vehicle.

机译:非线性通用高超声速飞行器的增益预定H无限控制和分析。

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摘要

The concept of hypersonic flight has been around for many years. In recent years, emerging technologies and market forces have renewed latent interest in this challenging field. With many private and government institutions driving new innovations, these concepts are becoming reality. New research is needed to facilitate future innovation and deployment. The complex dynamic behaviors within the hypersonic flight envelope must be studied for designers to either mitigate or compensate for their effects on future vehicles. Control techniques must be adapted to suit the unstable and highly nonlinear dynamics of such systems. This work has two goals: to explore the dynamic characteristics of hypersonic flight and to control such a vehicle in the face of non-linearly changing dynamics. A nonlinear, 6 degree of freedom dynamic model of a Generic Hypersonic Vehicle is developed. The model integrates changing mass, moments of inertia, and center of gravity as a function of fuel burn. A bank of spline interpolation tables generates aerodynamic coefficients dependent on speed, angle of attack, and control surface deflections for the entire flight envelope. The nonlinear model of the full flight envelope is then reduced to a series of linear models to represent the aircraft trimmed under straight and level flight conditions over the range of Mach numbers, Mach 2 to 23. The changing Longitudinal and Lateral dynamics of the linearized system are analyzed as a function of Mach number using standard linear techniques to show the changing vehicle characteristics. A spline-based gain-scheduled, H-infinity controller is also designed for a subset of the linear systems. The controller stabilizes the system between Mach 4.9 and 7.1, with aircraft weight ranging from 160,000 to 230,000 pounds and from 68,000 to 92,000 feet altitude. The controller maintains system stability while commanded to change both Mach number and altitude within the gain-scheduled envelope. Additionally, the controller's performance is assessed in the presence of low frequency disturbances.
机译:高超音速飞行的概念已经存在了很多年。近年来,新兴技术和市场力量使人们对该领域充满了兴趣。随着许多私人和政府机构推动新的创新,这些概念已成为现实。需要进行新的研究以促进未来的创新和部署。必须研究高超声速飞行包络线内的复杂动力行为,以减轻或补偿其对未来飞行器的影响。必须调整控制技术以适应此类系统的不稳定和高度非线性的动力学。这项工作有两个目标:探索高超音速飞行的动力学特性,以及面对非线性变化的动力学来控制这种飞行器。建立了通用超音速飞行器的非线性,六自由度动力学模型。该模型集成了随燃料燃烧而变化的质量,惯性矩和重心。一组样条曲线插值表会根据整个飞行包线的速度,攻角和控制面挠度生成空气动力学系数。然后,将完整飞行包线的非线性模型简化为一系列线性模型,以表示在2马赫数至23马赫数范围内的直线和水平飞行条件下修剪的飞机。线性化系统的纵向和横向动态变化使用标准线性技术分析马赫数的函数,以显示变化的车辆特性。还为线性系统的子集设计了基于样条的增益调度的H-infinity控制器。控制器将系统稳定在4.9马赫至7.1马赫之间,飞机重量范围为160,000至230,000磅,高度为68,000至92,000英尺。控制器在命令更改增益预定范围内的马赫数和高度时,可保持系统稳定性。此外,在低频干扰的情况下评估控制器的性能。

著录项

  • 作者

    Bowman, Alec Davis.;

  • 作者单位

    University of Kansas.;

  • 授予单位 University of Kansas.;
  • 学科 Aerospace engineering.
  • 学位 M.S.
  • 年度 2016
  • 页码 146 p.
  • 总页数 146
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:47:26

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