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Platoon Formation Control of USVs With Output Tracking Error Constraints

机译:输出跟踪误差约束中USV的排组合控制

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In this paper, we investigate the platoon formation control problem for a group of unmanned surface vehicles exposed to external time-varying disturbances with output tracking error constraints, where the topology of the communication network is described by a spanning directed tree. To guarantee that the follower could preserve within the communication range between the follower and its predecessor while avoiding the collision with its predecessor, the line-of-sight (LOS) range is required to be constrained. By introducing a desired distance, the constraints on connectivity preserving and collision avoidance could be transformed into the constraints of LOS range error, i.e., the LOS range error is required to stay within a prescribed region composed of two constant bounds. To quantify the transient and steady-state performances of the orientation error and LOS range error, the tan-type barrier Lyapunov functions with exponential decaying boundary functions are employed to guarantee the satisfaction of the prescribed tracking error constraints. Since the vehicle system is exposed to the time-varying disturbances, the disturbance observers are incorporated into the controller such that the robustness of the control system is improved. Based on backstepping procedure, barrier Lyapunov functions, and disturbance observers, robust formation controller is proposed to ensure the prescribed tracking error constraints, i.e., the connectivity preserving as well as the collision avoidance constraints between the follower and its predecessor are also satisfied. Simulation results demonstrate the efficacy of the proposed control scheme.
机译:在本文中,我们调查了一组暴露于具有输出跟踪误差的限制,其中,通过一个跨越有向树描述的通信网络的拓扑外部时变干扰无人驾驶表面的车辆的排形成控制问题。为了保证从动可以在从动件和其前身之间的通信范围内的保留,同时避免与它的前辈碰撞,需要线路的视距(LOS)范围被限制。通过引入一个期望的距离,在连接保持和防撞约束可转化为LOS范围误差,即约束,需要LOS范围误差留下两个恒定界构成的规定区域内。为了量化定向误差和LOS范围误差的瞬态和稳态性能,具有指数衰减边界功能的棕褐色型阻挡Lyapunov函数被用来保证在规定的跟踪误差约束满意。因为车辆系统暴露于随时间变化的扰动,扰动观察员并入控制器,使得控制系统的鲁棒性得以改善。基于逆推过程,屏障Lyapunov函数,和扰动观测,鲁棒形成控制器建议为保证在规定的跟踪误差的限制,即,连通性保持以及从动及其前身之间的冲突避免约束也满足。仿真结果表明该控制方案的有效性。

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