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An entropy-based online multi-model identification algorithm and generalized predictive control

机译:基于熵的在线多模型识别算法和广义预测控制

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摘要

Based on the minimum entropy and fuzzy subtractive clustering method, a new specialized algorithm for online multi-model identification is proposed in this paper. Different from the traditional identification model, the structure and parameters of the established model can be recursively updated when new data coming to the system, which makes it a wise choice for online modeling and complex processes control. The entropy-based online fuzzy subtractive clustering method is used to determine the number of the local models and their corresponding memberships. A controlled auto-regressive integrated moving average expression is adopted as the form of linear subsystems, for it not only match the identification process, but also can be used to design the control system easily. The parameters of local models are calculated by weighted recursive least square method, and the nondimensional error index is used to evaluate the performance of the identified model. By applying generalized predictive control strategy to the established model, a fuzzy generalized predictive control system is constructed, and the control law is given in the paper. Finally, a case of the method to "Mackey-Glass difference time delay equation" is studied. The simulation results illustrate the viability and the robustness of the strategy.
机译:基于最小熵和模糊减法聚类方法,本文提出了一种新的在线多模型识别专用算法。与传统的识别模型不同,当新数据到系统时,可以递归更新已建立的模型的结构和参数,这使其成为在线建模和复杂过程控制的明智选择。基于熵的在线模糊减法聚类方法用于确定本地模型的数量及其相应的成员资格。采用受控的自回归集成移动平均表达式作为线性子系统的形式,因为它不仅与识别过程匹配,而且还可用于轻松地设计控制系统。本地模型的参数由加权递归最小二乘法计算,并且使用非潜能误差索引来评估所识别的模型的性能。通过将广义预测控制策略应用于所建立的模型,构建了一种模糊的广义预测控制系统,并在纸上给出了对照定律。最后,研究了“Mackey-Glass差分时间延迟方程”方法的情况。仿真结果说明了策略的可行性和鲁棒性。

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