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A robust aircraft control approach in the presence of wind using viability theory

机译:利用生存力理论的有风飞机控制方法

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This paper presents a control concept for the application of viability kernels for aircraft control in the presence of wind disturbances. The viability (leadership) kernel of an appropriate conflict control problem with state constraints is computed using a grid approximation. In this differential game formulation, the first player is represented by the aircraft controls and the second player by the wind disturbances. The viability kernel represents a subset in the state space, in which the aircraft can be held arbitrarily long even if the opposing player uses any admissible control. Due to the curse of dimensionality in the grid solution, the computation of the viability kernel is restricted to low dimensional state spaces, which poses a challenge for the application in aircraft control. In our approach, the viability kernel is computed in the state space of the translational dynamics and the attitude kinematics. This reduces the dimensionality of the viability kernel to a six dimensional state space that can be handled by grid computers. The trajectory from the viability kernel solution is then tracked by the inner-loop controller based on a nonlinear dynamic inversion (NDI) control structure. The approach is illustrated using a simplified A300 aircraft model for cruise flight in the presence of wind.
机译:本文提出了一种控制概念,用于在存在风扰的情况下将可行性内核应用于飞机控制。使用网格近似来计算具有状态约束的适当冲突控制问题的生存力(领导力)内核。在这种差异游戏的表述中,第一位玩家由飞机控制装置代表,第二位玩家由风干扰代表。生存能力内核代表状态空间中的一个子集,即使对方玩家使用任何允许的控件,也可以在其中任意放置飞机。由于网格解决方案中维数的诅咒,可行性内核的计算仅限于低维状态空间,这对飞机控制中的应用提出了挑战。在我们的方法中,生存力内核是在平移动力学和姿态运动学的状态空间中计算的。这将生存能力内核的维数减少到可由网格计算机处理的六维状态空间。然后由内环控制器基于非线性动态反演(NDI)控制结构跟踪来自生存力内核解决方案的轨迹。使用简化的A300飞机模型在有风的情况下进行巡航飞行来说明这种方法。

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