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A Runge-Kutta neural network-based control method for nonlinear MIMO systems

机译:基于跑步的非线性MIMO系统控制方法

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摘要

In this paper, a novel Runge-Kutta neural network (RK-NN)-based control mechanism is introduced for multi-input multi-output ( MIMO) nonlinear systems. The overall architecture embodies an online Runge-Kutta model which computes a forward model of the system, an adaptive controller with tunable parameters and an adjustment mechanism realized by separate online Runge-Kutta neural networks to identify the dynamics of each tunable controller parameter. Runge-Kutta identification block has the competency to approximate the time-varying parameters of the model and unmeasurable states of the controlled system. Thus, the strengths of radial basis function (RBF) neural network structure and Runge-Kutta integration method are combined in this structure. Adaptive MIMO proportional-integral-derivative (PID) controller is deployed in the controller block. The control performance of the proposed adaptive control method has been evaluated via simulations performed on a nonlinear three-tank system and Van de Vusse benchmark system for different cases, and the obtained results reveal that the RK-NN-based control mechanism and Runge-Kutta model attain good control and modelling performances.
机译:本文介绍了一种新的漫游kutta神经网络(RK-Nn)基于多输入多输出(MIMO)非线性系统的基于控制机构。整体架构体现了一个在线runge-kutta模型,其计算系统的前向模型,具有可调谐参数的自适应控制器和由单独的在线runge-kutta神经网络实现的调整机制,以识别每个可调控制器参数的动态。 Runge-Kutta识别块具有近似于近似控制系统的模型和未估量状态的时变参数的能力。因此,在该结构中组合了径向基函数(RBF)神经网络结构和runge-Kutta集成方法的强度。自适应MIMO比例积分 - 积分 - 衍生物(PID)控制器部署在控制器块中。所提出的自适应控制方法的控制性能通过对不同情况的非线性三箱系统和VAN DE VUSSE基准系统进行的模拟进行了评估,并且所获得的结果表明,基于RK-NN的控制机制和Runge-Kutta模型达到良好的控制和建模性能。

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