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Sampled-data based quantisation control for T–S fuzzy switched systems with actuator failures dependent on an improved Lyapunov functional method

机译:具有改进执行器Lyapunov函数方法的执行器故障的TS模糊切换系统的基于采样数据的量化控制

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Sampled-data based quantisation control for Takagi-Sugeno (T-S) fuzzy switched systems with actuator failures under asynchronous switching is studied. By the T-S fuzzy model, sampled-data based asynchronous control is extended into switched non-linear systems. An improved functional method is introduced. Applying this method, improved Lyapunov functionals are constructed. These functionals are mode dependent and piecewise continuous; not every term of these functionals is required to be positive definite; sampling states at both sides of sampling intervals are introduced into these functionals. More useful information with respect to system states is reflected in constructing functionals. Combining these functionals with the averaged dwell time technique, stabilisation conditions are relaxed, and improved exponential stabilisation criteria are obtained with less conservatism. In addition, variation ranges of membership functions are taken into account to reduce conservatism. Then, a sampled-data based fuzzy quantisation controller is designed. Simulation examples are given to illustrate the effectiveness of the proposed results.
机译:研究了具有异步执行器故障的Takagi-Sugeno(T-S)模糊切换系统的基于采样数据的量化控制。通过T-S模糊模型,基于采样数据的异步控制扩展到了开关非线性系统。介绍了一种改进的功能方法。应用该方法,构建了改进的Lyapunov功能。这些功能依赖于模式且分段连续;并非这些功能的每一项都必须是正定的;这些功能中引入了采样间隔两侧的采样状态。关于系统状态的更多有用信息反映在构造功能中。将这些功能与平均停留时间技术相结合,可以放宽稳定条件,并以较少的保守性获得改进的指数稳定标准。另外,考虑隶属函数的变化范围以减少保守性。然后,设计了一种基于采样数据的模糊量化控制器。仿真例子说明了所提出结果的有效性。

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