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Lyapunov-Based Formation Control of Underwater Robots

机译:基于李雅普诺夫的水下机器人编队控制

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Today, automatic diving robots are used for research, inspection, and maintenance, extensively. Control of autonomous underwater robots (AUVs) is challenging due to their nonlinear dynamics, uncertain models, and the system underactuation. Data collection using underwater robots is increasing within the oceanographic research community. Also, the ability to navigate and cooperate in a group of robots has many advantages compared with individual navigations. Among them, the effectiveness of using resources, the possibility of robots' collaboration, increasing reliability, and robustness to defects can be pointed out. In this paper, the formation control of underwater robots has been studied. First, the kinematic model of the AUV is presented. Next, a novel Lyapunov-based tracking control algorithm is investigated for the leader robot. Subsequently, a control law is designed using Lyapunov theory and feedback linearization techniques to navigate a group of follower robots in a desired formation associated with the leader and follow it simultaneously. In the obtained results for different reference paths and various formations, the effectiveness of the proposed algorithm is represented.
机译:如今,自动潜水机器人已广泛用于研究,检查和维护。由于水下机器人的非线性动力学,不确定的模型以及系统欠驱动,因此控制水下机器人(AUV)具有挑战性。海洋研究界正在使用水下机器人进行数据收集。而且,与单个导航相比,在一组机器人中导航和协作的能力具有许多优势。其中,可以指出资源利用的有效性,机器人协作的可能性,增加的可靠性以及对缺陷的鲁棒性。本文研究了水下机器人的编队控制。首先,提出了水下机器人运动学模型。接下来,针对领导者机器人研究了一种新颖的基于Lyapunov的跟踪控制算法。随后,使用李雅普诺夫理论和反馈线性化技术设计控制律,以与领导者相关的所需形式导航一组跟随者机器人并同时跟随它。在针对不同参考路径和不同形式的获得结果中,表示了所提算法的有效性。

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