首页> 外文期刊>International journal of RF and microwave computer-aided engineering >Complex Radial Basis Function Networks Trained by QR-Decomposition Recursive Least Square Algorithms Applied in Behavioral Modeling of Nonlinear Power Amplifiers
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Complex Radial Basis Function Networks Trained by QR-Decomposition Recursive Least Square Algorithms Applied in Behavioral Modeling of Nonlinear Power Amplifiers

机译:QR分解递推最小二乘算法训练的复杂径向基函数网络在非线性功率放大器行为建模中的应用

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摘要

In this article, we propose a novel complex radial basis function network approach for dynamic behavioral modeling of nonlinear power amplifier with memory in 3 G systems. The proposed approach utilizes the complex QR-decomposition based recursive least squares (QRD-RLS) algorithm, which is implemented using the complex Givens rotations, to update the weighting matrix of the complex radial basis function (RBF) network. Comparisons with standard least squares algorithms, in batch and recursive process, the QRD-RLS algorithm has the characteristics of good numerical robustness and regular structure, and can significantly improve the complex RBF network modeling accuracy. In this approach, only the signal's complex envelope is used for the model training and validation. The model has been validated using ADS simulated and real measured data. Finally, parallel implementation of the resulting method is briefly discussed.
机译:在本文中,我们提出了一种新颖的复杂径向基函数网络方法,用于在3G系统中具有存储器的非线性功率放大器的动态行为建模。所提出的方法利用了基于复杂QR分解的递归最小二乘(QRD-RLS)算法,该算法使用复杂的Givens旋转实现,以更新复杂径向基函数(RBF)网络的加权矩阵。与标准最小二乘算法相比,在批量和递归过程中,QRD-RLS算法具有良好的数值鲁棒性和规则结构的特点,可以显着提高复杂的RBF网络建模精度。在这种方法中,仅将信号的复数包络用于模型训练和验证。该模型已使用ADS模拟和实际测量数据进行了验证。最后,简要讨论了所得方法的并行实现。

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