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Nonlinear identification of triple inverted pendulum based on GA-RBF-ARX

机译:基于GA-RBF-ARX的三重倒立摆非线性识别

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The triple inverted pendulum is a nonlinear, unsteady and dynamic system. The traditional model is built based on mathematical modeling method which has ignored many important factors in reality. In this paper, the GA-RBF-ARX is proposed to identify a nonlinear triple inverted pendulum model based on its input/output data. RBF-ARX model is a combination of Gaussian radial basis function (RBF) neural network and Autoregressive model with exogenous input (ARX) model. It not only has the advantages of RBF neural network, such as the approximation ability, simple structure and quickly learning rate, but also has the ability of describing globally of ARX model. The structured nonlinear parameter optimization method (SNPOM) is generally used to optimize parameters of the RBF-ARX model. However, SNPOM needs to classify the parameters before optimization. It is too complex to popularize and apply in practical engineering. Due to this problem, genetic algorithm (GA) is proposed to replace SNPOM. The identification process based on GA is simpler than SNPOM. Besides, GA has good parallel design structure and characteristics of global optimization. Finally, the MATLAB simulation results show that GA-RBF-ARX identification is effective.
机译:三重倒立摆是一个非线性,不稳定和动态的系统。传统的模型是建立在数学建模方法的基础上的,它忽略了现实中的许多重要因素。在本文中,提出了GA-RBF-ARX来基于其输入/输出数据来识别非线性三重倒立摆模型。 RBF-ARX模型是高斯径向基函数(RBF)神经网络和自回归模型与外源输入(ARX)模型的组合。它不仅具有RBF神经网络的优点,如逼近能力强,结构简单,学习速度快,而且具有ARX模型全局描述的能力。结构化非线性参数优化方法(SNPOM)通常用于优化RBF-ARX模型的参数。但是,SNPOM需要在优化之前对参数进行分类。它太复杂而无法在实际工程中推广和应用。由于此问题,提出了遗传算法(GA)代替SNPOM。基于GA的识别过程比SNPOM更简单。此外,遗传算法具有良好的并行设计结构和全局优化的特征。最后,MATLAB仿真结果表明,GA-RBF-ARX识别是有效的。

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