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Parameter Identification Method for Wireless Power Transmission System Based on Radial Basis Function Neural Network

机译:基于径向基函数神经网络的无线电力传输系统参数辨识方法

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This paper introduces a method based on the intelligent algorithm for wireless power transmission system parameter identification. The radial basis function (RBF) neural network has been used as the algorithm model, the amplitude, and frequency of the input terminal voltage of the wireless transmission system, the amplitude of the input current and as the sample eigenvalue, the phase angle predicts the resistance value and capacitance value of the receiving end of the system, thus avoiding the complicated work measured at the receiving end. The sample data used by the algorithm is generated by calculating the exact value through the system matrix equation and then adding a certain amplitude of noise, which is close to the actual operating parameters of the wireless transmission system. The RBF neural network training process is divided into two parts: sample center point position calculation and weight value optimization. The sample center point position is calculated by the k-means clustering algorithm, and the weight value is optimized by the driven adaptive learning rate gradient. algorithm. The final test results show that the RBF neural network can predict the parameters of the wireless transmission system with high precision, and has certain anti-interference ability, good generalization performance, and can be applied in the actual wireless transmission system. At the end of the paper, the application scope of the algorithm is summarized, and the improvement and possible improvement methods of the algorithm are proposed.
机译:本文介绍了一种基于智能算法的无线电力传输系统参数识别方法。径向基函数(RBF)神经网络已被用作算法模型,无线传输系统的输入端子电压的幅度和频率,输入电流的幅度以及作为样本特征值的相角可预测系统接收端的电阻值和电容值,从而避免了在接收端测量复杂的工作。该算法使用的样本数据是通过通过系统矩阵方程计算出精确值,然后加上一定幅度的噪声而生成的,该幅度接近于无线传输系统的实际运行参数。 RBF神经网络训练过程分为两部分:样本中心点位置计算和权重值优化。样本中心点位置通过k均值聚类算法计算,权重值通过驱动的自适应学习率梯度进行优化。算法。最终测试结果表明,RBF神经网络可以高精度地预测无线传输系统的参数,具有一定的抗干扰能力,泛化性能良好,可以在实际的无线传输系统中应用。最后总结了该算法的应用范围,提出了该算法的改进和可能的改进方法。

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