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Relaxed Stability Conditions and Systematic Design of T-S Fuzzy Control Systems

机译：T-S模糊控制系统的宽松稳定性条件及系统设计

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With the definition and investigation of the general fuzzy partition (GFP), the structural information of the premises and the interactions among the fuzzy subsystems were utilized sufficiently. The new relaxed stability conditions of T-S fuzzy systems were proposed for relaxing the conservatism of the previous ones. A theorem showed the relationships among the stability conditions we proposed. Based on the proposed stability conditions, we presented a systematic design method for T-S fuzzy control systems using parallel distributed compensation (PDC) principle and linear matrix inequalities (LMIs). Two computer simulations of mass-spring-damper nonlinear system demonstrate the effectiveness of the design methodology and the relaxedness of the relaxed stability conditions we proposed.
机译：随着通用模糊分区（GFP）的定义和调查，利用了模糊子系统之间的场所的结构信息和模糊子系统之间的相互作用。提出了T-S模糊系统的新的轻松稳定性条件，用于放松前一体的保守主义。定理表明我们提出的稳定条件之间的关系。基于所提出的稳定性条件，我们为使用并联分布式补偿（PDC）原理和线性矩阵不等式（LMI）提供了一种用于T-S模糊控制系统的系统设计方法。两种电脑模拟质量弹簧阻尼器非线性系统的展示设计方法的有效性以及我们提出的松弛稳定条件的宽松性。

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