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Robust Control Design for a Flexible Unmanned Aerial Vehicle

机译:灵活无人驾驶飞行器的鲁棒控制设计

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This paper aims to derive a comprehensive dynamical model and analysis of High-Altitude-Long-Endurance (HALE) Unmanned Aerial Vehicles (UAVs). Structure of such an aircraft needs to be lightweight and capable of carrying a substantial payload. For low drag, the aircraft must have high aspect ratio. Moreover, safety factors for these aircraft are not as high as those for manned aircraft. These imply that HALE UAVs are considerably more flexible than manned aircraft. Hence, in the dynamical analysis of such aircraft, a formulation unifying the elastic and rigid body motions of the aircraft must be used. A newly developed theory for the dynamics of maneuvering flexible aircraft is ideally suited for the analysis of such aircraft. The uniqueness of this paper lies in its nonlinear structural model. The equations of motion are obtained by means of the Lagrangian equations in quasicoordinates. A perturbation approach separates the problem into nominal dynamics and perturbation dynamics. The nominal dynamics are used to design desired maneuvers and to determine the corresponding structural deformations. The perturbation dynamics are used to address stability of the aircraft.
机译:本文旨在推出全面的动态模型和分析高空长期耐力(HALE)无人机(无人机)。这种飞机的结构需要重量轻,能够承载大量有效载荷。对于低阻力,飞机必须具有高纵横比。此外,这些飞机的安全因素并不像载人飞机那样高。这些意味着HALE无人机比载人飞机更灵活。因此,在这种飞机的动态分析中,必须使用制剂统一飞机的弹性和刚体运动。新开发的机动柔性飞机动态理论非常适合对此类飞机的分析。本文的独特性在于其非线性结构模型。通过在拟羧酸胶中的拉格朗日方程获得运动方程。扰动方法将问题分解为名义动态和扰动动态。标称动态用于设计所需的操纵并确定相应的结构变形。扰动动态用于解决飞机的稳定性。

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