基于物理可靠性模型的无人机飞行控制优化

Lucas Dimitri, J. Liscouët
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引用次数: 0

摘要

无人驾驶飞行器(uav)的使用正在众多行业中迅速扩展,应用范围广泛。确保可靠的运行对安全、成本和客户满意度至关重要,尤其是在航空领域。本文提出了一种将基于可靠性的控制分配系统与基于物理的可靠性模型相结合的优化飞行控制的新方法。更具体地说,控制分配是基于可靠性参数的物理估计。可靠性模型采用威布尔分布,将可靠性表示为累积损伤的函数,而不是时间的函数。转子部件的失效机制基于物理建模,允许计算累积损伤作为无人机操作的一个功能。可靠性和故障机制模型的参数化完全基于公开可用的制造商目录数据,以确保这些模型可以很容易地应用于具有现成组件的新设计。此外,这种方法有助于模型的验证和确认。开发的综合控制策略和基于物理的模型已在Matlab-Simulink中实现,并应用于同轴四旋翼无人机的案例研究进行验证。当应用于案例研究时,控制器在保持期望的系统响应的同时,有效地重新分配了具有高故障概率的转子的控制职责,从而提高了运行的可靠性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimizing Flight Control of Unmanned Aerial Vehicles with Physics-Based Reliability Models
The use of unmanned aerial vehicles (UAVs) is rapidly expanding across numerous industries, with a diverse range of applications. Ensuring reliable operation is crucial for safety, costs, and customer satisfaction, especially in the aviation sector. This paper presents a novel approach to optimizing flight control by incorporating a reliability-based control allocation system with physics-based reliability models. More specifically, the control allocation is based on physical estimations of reliability parameters. The reliability model incorporates a Weibull distribution reformulated to express reliability as a function of cumulated damage instead of time. The failure mechanisms of the rotor components are modeled based on physics, allowing for the calculation of cumulated damages as a function of the UAV's operation. The parameterization of the reliability and failure mechanism models is entirely based on publicly available manufacturer catalog data to ensure that the models are readily applicable to new designs with off-the-shelf components. Additionally, this approach facilitates the verification and validation of the models. The developed integrated control strategy and physics-based models have been implemented in Matlab-Simulink and applied to the case study of a coaxial quadrotor UAV for validation. When applied to the case study, the controller efficiently redistributes the control duties of rotors with a high probability of failure while maintaining the desired system response, thus increasing the operation's reliability.
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