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Hammerstein identification of supercharged boiler superheated steam pressure using Laguerre-Fuzzy model

机译:利用Laguerre-Fuzzy模型识别Hammerstein增压锅炉过热蒸汽压力

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摘要

System identification plays an important role in many fields of science and engineering. This paper deals with a new nonlinear identification method fit for supercharged boiler superheated steam pressure. The superheated steam pressure is influenced by fuel and superheated steam flow, whereas traditional identification methods always omit the influence of superheated steam flow, and receive limited identification precision due to the uncertain time delay and strong nonlinearity. Taking into account that Laguerre filters can approximate linear systems (even with time delay) with a model order lower than ARX model and fuzzy identification from measured data is effective enough to approximate uncertain nonlinear systems, Laguerre filters and fuzzy model are firstly combined into Hammerstein structure to construct Laguerre-Fuzzy Hammerstein model. The defined model is a two inputs single output model which considers both of the two nonlinear variables and can avoids the decrease of identification precision resulted by uncertain time delay. The proposed model is applied in the nonlinear identification of supercharged boiler superheated steam pressure. Simulation results show that the Laguerre-Fuzzy Hammerstein model can trace the process nonlinearity precisely and has higher prediction accuracy than ARX model and basic Hammerstein model with a lower model order. Moreover, Laguerre-Fuzzy Hammerstein model improves the computation efficiency and system stability greatly.
机译:系统识别在科学和工程的许多领域中都起着重要作用。本文提出了一种适用于增压锅炉过热蒸汽压力的非线性辨识方法。过热蒸汽压力受燃料和过热蒸汽流的影响,而传统的识别方法始终会忽略过热蒸汽流的影响,并且由于不确定的时间延迟和强烈的非线性,其识别精度受到限制。考虑到Laguerre滤波器可以近似线性系统(甚至具有时延),其模型阶次低于ARX模型,并且从测量数据中进行模糊识别足以逼近不确定的非线性系统,因此首先将Laguerre滤波器和模糊模型合并为Hammerstein结构建立Laguerre-Fuzzy Hammerstein模型。定义的模型是一个两输入单输出模型,该模型考虑了两个非线性变量,并且可以避免由于不确定的时间延迟而导致的识别精度下降。将该模型应用于增压锅炉过热蒸汽压力的非线性辨识。仿真结果表明,Laguerre-Fuzzy Hammerstein模型比ARX模型和基本Hammerstein模型具有较低的模型阶数,可以精确地跟踪过程非线性,并具有较高的预测精度。此外,Laguerre-Fuzzy Hammerstein模型大大提高了计算效率和系统稳定性。

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