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Modeling of a Flexible Beam System using NARMAX Model integrated with Multi-Objective optimization Differential Evolution

机译:利用多目标优化差分演化的Narmax模型建模灵活光束系统

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Modeling a dynamic system such as a flexible beam system without knowing the physical equations involved is a challenging task. An accurate model representing the system is needed for more efficient controller design. This paper presents the identification of a flexible beam system using Nonlinear Auto- Regressive Moving Average with eXogenous input (NARMAX) model integrating with Multi-Objective optimization Differential Evolution (MOODE) algorithm. This proposed algorithm called MOODE-NARMAX is applied to minimize two objective functions; the model complexity and the mean square error between actual and predicted outputs. The system identification procedures were followed for identifying the flexible beam system. Model validity tests were applied to the set of solutions called the Pareto-optimal set that was generated from the proposed algorithm to select an optimal model. Using the input and output experimental data of the rig, the simulation results show that the MOODE-NARMAX algorithm is able to produce an adequate and optimal model for the flexible beam system and therefore could be used as an alternative to identify an adequate and parsimonious model for the system.
机译:在不知道所涉及的物理方程的情况下建模诸如灵活光束系统的动态系统是一个具有挑战性的任务。需要一种准确的模型,需要更高效的控制器设计。本文介绍了使用非线性输入(NARMAX)模型的非线性自动回归移动平均值的柔性光束系统的识别,与多目标优化差分进化(MODE)算法相结合。应用于Moode-Narmax的该算法应用于最小化两个目标功能;实际和预测输出之间的模型复杂性和均方误差。遵循系统识别程序来识别柔性光束系统。模型有效性测试应用于从所提出的算法生成的帕累托最优集合的一组解决方案,以选择最佳模型。使用钻机的输入和输出实验数据,仿真结果表明,Moode-Narmax算法能够为柔性光束系统产生足够的最佳模型,因此可以用作识别足够和令人灾税模型的替代方案对于系统。

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