首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part I: Journal of Systems and Control Engineering >Almost disturbance decoupling and tracking control for multi-input multi-output non-linear uncertain systems: application to a half-car active suspension system
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Almost disturbance decoupling and tracking control for multi-input multi-output non-linear uncertain systems: application to a half-car active suspension system

机译:多输入多输出非线性不确定系统的几乎干扰解耦和跟踪控制:在半车主动悬架系统中的应用

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摘要

This study presents a novel feedback linearization control of non-linear multi-input multi-output uncertain systems for the tracking and almost disturbance decoupling performances. The main contribution of this study is to construct a controller, under appropriate conditions, such that the resulting closed-loop system is valid for any initial condition and bounded tracking signal with the following characteristics: input-to-state stability with respect to disturbance inputs and almost disturbance decoupling. In addition, a new theorem on robust stability is proposed in this study to provide a new criterion for closed-loop stability. A typical case, which cannot be solved by any previous study on the almost disturbance decoupling problem, is proposed in this study to exploit the fact that the tracking and the almost disturbance decoupling performances can be easily achieved by the proposed approach. Finally, the proposed control law is simulated in a half-car active suspension system on which the effectiveness of the design is verified.
机译:这项研究提出了一种新颖的非线性多输入多输出不确定系统的反馈线性化控制,以实现跟踪和几乎扰动的解耦性能。这项研究的主要贡献是在适当的条件下构造了一个控制器,以使所得的闭环系统对任何初始条件和具有以下特征的有界跟踪信号均有效:干扰输入的输入到状态稳定性几乎是干扰解耦。另外,本研究提出了鲁棒稳定性的新定理,为闭环稳定性提供了新的标准。在本研究中,提出了一个典型的情况,以前的研究几乎无法解决几乎是干扰解耦问题,目的是利用这种方法可以轻松实现跟踪和几乎是干扰解耦的性能。最后,在半车主动悬架系统中对提出的控制规律进行了仿真,并在该系统上验证了设计的有效性。

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