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Experimental Design of Robust Decentralized PI Controller for TRMS through Polytopic Modeling

机译:多边形建模的TRMS鲁棒分散PI控制器的实验设计。

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This paper presents a new approach to deal with the nonlinear dynamics present in a Twin Rotor MIMO System (TRMS) without any approximation of the system model. Conventionally, there are two approaches/options for adopting linear control design methods for a nonlinear system. The first one is to linearize the model around an operating point, neglecting the higher order dynamics. This could result in drastic changes in the transient behavior of the model for which the controller fails to ensure robustness and a good tracking response. The second approach is to consider the exact model and represent the nonlinear terms involved, in the form of structural or model uncertainties. The design technique adopted in this paper is based on the second approach. The nonlinear model of TRMS is represented in the form of a linear parameter-varying system, thereby facilitating the design of a linear robust controller, with a better tracking control of the desired states. Additionally, a robust Linear Matrix Inequality (LMI) based decentralized Proportional Integral (PI) controller is designed along with locating closed-loop poles in a desired region. A comparative study is done for experimental results of various existing designs and the proposed method.
机译:本文提出了一种新方法来处理双转子MIMO系统(TRMS)中存在的非线性动力学问题,而无需对系统模型进行任何近似。常规地,对于非线性系统采用线性控制设计方法有两种方法/选择。第一个是在工作点附近线性化模型,而忽略了高阶动力学。这可能会导致模型的瞬态行为发生剧烈变化,因此控制器无法确保其鲁棒性和良好的跟踪响应。第二种方法是考虑精确模型并以结构或模型不确定性的形式表示所涉及的非线性项。本文采用的设计技术基于第二种方法。 TRMS的非线性模型以线性参数变化系统的形式表示,从而简化了线性鲁棒控制器的设计,并具有对所需状态的更好跟踪控制。此外,还设计了基于鲁棒线性矩阵不等式(LMI)的分散比例积分(PI)控制器,并将闭环极点定位在所需区域中。对各种现有设计和提出的方法的实验结果进行了比较研究。

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