首页> 外文期刊>IEEE transactions on systems, man, and cybernetics. Part B, Cybernetics >Mixed H/sub 2//H/sub /spl infin// design for a decentralized discrete variable structure control with application to mobile robots
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Mixed H/sub 2//H/sub /spl infin// design for a decentralized discrete variable structure control with application to mobile robots

机译:混合H / sub 2 // H / sub / spl infin //的设计,用于分散离散变量结构控制,并应用于移动机器人

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In this paper, a decentralized discrete variable structure control via mixed H/sub 2//H/sub /spl infin// design was developed. In the beginning, the H/sub 2/-norm of output error and weighted control input was minimized to obtain a control such that smaller energy consumption with bounded tracking error was assured. In addition, a suitable selection of this weighted function (connected with frequency) could reduce the effect of disturbance on the control input. However, an output disturbance caused by the interactions among subsystems, modeling error, and external load deteriorated system performance or even brought about instability. In this situation, the H/sub /spl infin//-norm of weighted sensitivity between output disturbance and output error was minimized to attenuate the effect of output disturbance. Moreover, an appropriate selection of this weighted function (related to frequency) could reject the corresponding output disturbance. No solution of Diophantine equation was required; the computational advantage was especially dominated for low-order system. For further improving system performance, a switching control for every subsystem was designed. The proposed control (mixed H/sub 2//H/sub /spl infin// DDVSC) was a three-step design method. The stability of the overall system was verified by Lyapunov stability criterion. The simulations and experiments of mobile robot were carried out to evaluate the usefulness of the proposed method.
机译:本文提出了一种通过混合H / sub 2 // H / sub / spl infin //设计的分散离散变量结构控制。首先,将输出误差和加权控制输入的H / sub 2 /范数最小化以获得控制,从而确保较小的能量消耗和有限的跟踪误差。此外,适当选择此加权函数(与频率连接)可以减少干扰对控制输入的影响。但是,由子系统之间的相互作用,建模错误和外部负载引起的输出干扰会降低系统性能,甚至带来不稳定。在这种情况下,输出干扰和输出误差之间的加权灵敏度的H / sub / spl infin //范数被最小化以减弱输出干扰的影响。此外,适当选择此加权函数(与频率有关)可能会拒绝相应的输出干扰。不需要Diophantine方程的解;计算优势在低阶系统中尤为明显。为了进一步提高系统性能,设计了每个子系统的开关控制。建议的控件(混合H / sub 2 // H / sub / spl infin // DDVSC)是一种三步设计方法。 Lyapunov稳定性准则验证了整个系统的稳定性。通过对移动机器人进行仿真和实验,评价了该方法的有效性。

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