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Wiener Model Identification Using a Modified Brain Storm Optimization Algorithm

机译:使用改进的脑风暴优化算法的维纳模型识别

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摘要

The Wiener model is widely used in industrial processes. It is composed of a linear dynamic block and a nonlinear static block. Estimating the Wiener model is challenging because of the diversity of static nonlinear functions and the immeasurableness of intermediate signals owing to the series structure of the Wiener model. Existing optimization algorithms cannot satisfy the requirements of accuracy and efficiency of identification and often lose into a local optimum. Herein, a modified Brain Storm Optimization (mBSO) is proposed to estimate the parameters of the Wiener model. Many different combinations of individuals from intra or extra-groups ensure the diversity of the proposed mBSO algorithm. Furthermore, the mBSO algorithm incorporates a multiplicative term. It is triggered by the current state of the population that achieves a good balance between global exploration and local exploitation. Comparative experiments are presented to demonstrate the effectiveness and efficiency of the proposed method.
机译:Wiener模型广泛用于工业过程中。它由线性动态块和非线性静态块组成。估计维纳模型是具有挑战性的,因为由于维纳模型的串联结构的静态非线性函数和中间信号的不熟透性的多样性。现有的优化算法不能满足识别准确性和效率的要求,并且经常丢失到局部最佳状态。这里,提出了一种修改的脑风暴优化(MBSO)来估计维纳模型的参数。来自内部或额外组的个体的许多不同组合确保了所提出的MBSO算法的多样性。此外,MBSO算法包含乘法项。它是由当前人口的现状引发,以实现全球勘探和地方剥削之间的良好平衡。提出了比较实验以证明所提出的方法的有效性和效率。

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