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Stability, Trajectory Following and Formation Control of Wheel Mobile Robot

机译:轮式机器人的稳定性,轨迹跟踪与编队控制

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This paper comprises of two parts, the first one is concerned with controlling a wheeled mobile robot, wherethe robot is trained to follow a trajectory and the second part is an extension of controlling of the robots by following atrajectory while maintaining their formation intact. Unicycle kinematics is considered for the control design of each robot,and the leader-follower structure for the formation. It is assumed that every robot except the one located at the end of eachteam, can potentially be a leader to the one behind it. It is also assumed that each follower is capable of sensing its relativedistance and relative velocity with respect to its preceding robot. The stability of the control law is also proposed, that isinvestigated in the case of perfect sensing and in the presence of input saturation. The impact of measurement noise on thefollowers is then studied assuming that a known upper bound exists on the measurement error, and a linear matrix inequality(LMI) methodology is proposed to design a control law which minimizes the upper bound on the steady-state error.Matlab Simulations are presented to demonstrate the efficacy of the results obtained in this paper.
机译:本文由两部分组成,第一部分涉及控制轮式移动机器人,其中训练机器人遵循轨迹,第二部分是通过跟随轨迹控制机器人的扩展,同时保持机器人的完好无损。单轮运动学被认为是每个机器人的控制设计,以及编队的跟随跟随者结构。假定除位于每个团队末端的机器人外,每个机器人都有可能成为其后面机器人的领导者。还假定每个跟随者都能够感知其相对于其先前机器人的相对距离和相对速度。还提出了控制律的稳定性,在完美感测和输入饱和的情况下进行了研究。然后,假设测量误差存在一个已知的上限,然后研究测量噪声对跟随者的影响,并提出了一种线性矩阵不等式(LMI)方法来设计一种控制律,以最小化稳态误差的上限。提出了Matlab仿真以证明本文所获得结果的有效性。

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