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Feedforward neural network based non-linear dynamic modelling of a TRMS using RPROP algorithm

机译:使用RPROP算法基于前馈神经网络的TRMS非线性动态建模

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Purpose - To develop a non-linear modelling technique for modern air vehicles with an application to a twin rotor multi-input-multi-output system (TRMS) which resembles the dynamics of a helicopter to a certain extent and presents formidable control challenges. Design/methodology/approach - A Non-linear Auto Regressive process with external input (NARX) approach with a feedforward neural work and a resilient propagation (RPROP) algorithm is used to model the system. The RPROP algorithm possesses direct weight update capability without considering the size of the partial derivative. The obtained model is shown to be adequate by carrying out convincing tests such as correlations, cross-validations and prediction based on predicted output and, therefore, is deemed to be reliable. Findings - It is shown that the combination of the feedforward neural networks and RPROP algorithms is very useful and effective in modelling systems with high non-linearity and other complex characteristics. It is always important to attain a model with minimum number of neurons in different layers of the network by overcoming the possibility of getting stuck in the shallow local minimum of error function by using RPROP algorithm. Research limitations/implications - The system is modelled off-line. On-line modelling will be required for real-time control purpose. Practical implications - The non-linear modelling approach presented in this study is shown to be appropriately applicable to model new generations' air vehicles and other complex mechatronic systems such as TRMS. So, the approach will be appealing to industrial applications. Originality/value - This paper addresses the problems of modelling modern sophisticated non-linear systems with complex characteristics and uncertain dynamics.
机译:目的-为现代飞机开发一种非线性建模技术,并将其应用于双旋翼多输入多输出系统(TRMS),该系统在一定程度上类似于直升机的动力,并提出了巨大的控制挑战。设计/方法/方法-具有外部输入的非线性自动回归过程(NARX),前馈神经工作和弹性传播(RPROP)算法用于对系统进行建模。 RPROP算法具有直接权重更新功能,而无需考虑偏导数的大小。通过执行令人信服的测试(例如相关性,交叉验证和基于预测输出的预测),表明所获得的模型是适当的,因此被认为是可靠的。研究结果-结果表明,前馈神经网络和RPROP算法的结合在具有高非线性和其他复杂特征的系统建模中非常有用和有效。通过使用RPROP算法克服陷入误差函数的浅局部最小值的可能性,获得在网络不同层中具有最少神经元数量的模型始终很重要。研究局限性/意义-系统是离线建模的。为了实时控制,将需要在线建模。实际意义-该研究中提出的非线性建模方法被证明适用于建模新一代的航空器和其他复杂的机电系统,例如TRMS。因此,该方法将吸引工业应用。独创性/价值-本文解决了对具有复杂特性和不确定动态特性的现代复杂非线性系统进行建模的问题。

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