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A robust self-tuning scheme for PI- and PD-type fuzzy controllers

机译:PI和PD型模糊控制器的鲁棒自整定方案

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Proposes a simple but robust model independent self-tuning scheme for fuzzy logic controllers (FLCs). Here, the output scaling factor (SF) is adjusted online by fuzzy rules according to the current trend of the controlled process. The rule-base for tuning the output SF is defined on error (e) and change of error (/spl Delta/e) of the controlled variable using the most natural and unbiased membership functions (MFs). The proposed self-tuning technique is applied to both PI- and PD-type FLCs to conduct simulation analysis for a wide range of different linear and nonlinear second-order processes including a marginally stable system where even the well known Ziegler-Nichols tuned conventional PI or PID controllers fail to provide an acceptable performance due to excessively large overshoot. Performances of the proposed self-tuning FLCs are compared with those of their corresponding conventional FLCs in terms of several performance measures such as peak overshoot, settling time, rise time, integral absolute error and integral-of-time-multiplied absolute error, in addition to the responses due to step set-point change and load disturbance and, in each case, the proposed scheme shows a remarkably improved performance over its conventional counterpart.
机译:针对模糊逻辑控制器(FLC)提出了一种简单但健壮的模型独立自调整方案。在此,根据控制过程的当前趋势,通过模糊规则在线调整输出比例因子(SF)。使用最自然和无偏隶属度函数(MF)根据受控变量的误差(e)和误差变化(/ spl Delta / e)定义用于调整输出SF的规则库。所提出的自整定技术同时应用于PI型和PD型FLC,以对各种不同的线性和非线性二阶过程进行仿真分析,包括边际稳定的系统,即使是著名的Ziegler-Nichols也会调节传统的PI或PID控制器由于过大的过大而无法提供可接受的性能。拟议的自整定FLC的性能与相应的常规FLC的性能在几种性能指标方面进行了比较,例如峰值超调,建立时间,上升时间,积分绝对误差和时间乘以绝对误差。由于阶跃设定值变化和负载扰动引起的响应,并且在每种情况下,所提出的方案都比传统方案具有显着提高的性能。

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