基于lstm深度神经网络的高功率放大器预失真线性化器

Deepmala Phartiyal, M. Rawat
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引用次数: 13

摘要

线性高功率放大器(hpa)是当前通信技术的需要。但是,几乎所有的放大器在放大过程中都表现出非线性特性,这些非线性特性以失真的形式反映在传输信号中。线性化是抑制放大器非线性特性影响的过程。可以使用各种方法来执行线性化。预失真(PD)线性化方法由于其设计简单且易于与放大器集成而非常成功。PD线性化方法观察PA的动态特性(非线性),然后制定“逆传递函数”来抑制这种非线性。在过去的十年中,基于机器学习(ML)的PD线性器被提出并被证明是有用的。从那时起,许多ML-PD线性化器被开发出来。基于浅神经网络(NNs)的PD线性器成功地用于映射逆传递函数,但在存在系统条件(IQ不平衡,直流偏移)的情况下缺乏泛化性能。利用深度学习(DL)技术,深度神经网络(dnn)可以在不同的系统条件下映射复杂的逆传递函数。本研究提出一种基于长短期记忆(LSTM)深度神经网络的PD线性化器,用于不同条件下PA的线性化。本研究表明,LSTM能够在感知器上提取和利用PA的记忆效应。与浅神经网络的比较结果表明,所提出的深度神经网络模型在泛化性能方面具有可靠的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
LSTM-Deep Neural Networks based Predistortion Linearizer for High Power Amplifiers
Linear high power amplifiers (HPAs) are the need of current communications technology. But, almost all PAs show non-linear characteristics during amplification which are reflected in the transmitted signal in the form of distortions. Linearization is a process to suppress the effect of the nonlinear characteristic of a PA. Various methods are available to perform linearization. Predistortion (PD) linearization methods are very successful due to its simplicity in design and ease of integration with PAs. PD linearization methods observe the PA dynamic characteristics (nonlinearity) and then formulate an “inverse transfer function” to suppress this non-linearity. In the last decade, machine learning (ML) based PD linearizers are proposed and proved useful. Since then, numerous ML-PD linearizers have been developed. Shallow neural networks (NNs) based PD linearizers are successfully used to map the inverse transfer function but lack generalization performance in the presence of system conditions (IQ imbalance, DC offset). With deep learning (DL) technology, deep neural networks (DNNs) can map the complex inverse transfer function under different system conditions. This study proposes a long short-term memory (LSTM) DNN based PD linearizer for linearization of PA under different conditions. In this study, it is shown that LSTM is able to extract and exploit memory effects of PA over the perceptron. Comparative results with shallow NNs suggest reliable potential in the proposed DNN model in terms of generalization performance.
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