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Robust Lyapunov Control Design for Bioinspired Pursuit With Autonomous Hovercraft

机译:具有自主气垫船的生物启发式跟踪的鲁棒Lyapunov控制设计

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The problem of pursuit has been studied mostly in the context of missile guidance and navigation; however, it is also an essential component in biological systems ranging from prey capture to mating and in bioinspired engineering applications with small agile vehicles. This paper considers the pursuit problem with a focus on robustness to noisy sensor measurements and efficiency in the control effort. We design a pursuit law based on Lyapunov analysis and establish its robustness to unknown target acceleration and measurement errors using the concept of ultimate boundedness. Robustness to control saturation is analyzed using the phase portrait of the closed-loop system. We also present results from experiments that were conducted to study the practical challenges involved in pursuit by lightweight platforms with noisy sensors. These experiments highlight the benefit of using less control effort in the presence of large measurement errors compared with existing pursuit guidance laws.
机译:追赶问题主要是在导弹制导和导航的背景下研究的。然而,它也是从捕食者捕获到交配的生物系统中的重要组成部分,以及在小型敏捷车辆的生物启发工程应用中。本文考虑了跟踪问题,重点是对噪声传感器测量的鲁棒性和控制工作的效率。我们基于Lyapunov分析设计了一个追踪定律,并使用极限有界概念建立了它对未知目标加速度和测量误差的鲁棒性。使用闭环系统的相图分析了控制饱和的鲁棒性。我们还提供了一些实验结果,这些实验旨在研究带有噪声传感器的轻型平台在追赶中所面临的实际挑战。与现有的追踪指导法则相比,这些实验突出显示了在存在较大测量误差的情况下使用较少控制量的优势。

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