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Behavioral Modeling the Power Amplifier with Memory Effect Using the NARMA Model

机译:使用NARMA模型对具有记忆效应的功率放大器进行行为建模

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Behavioral modeling is an important approach to access the characteristic of the power amplifier (PA) and to perform the numerical simulation. Polynomial model is the most popular tool to behaviorally model a PA which is always been considered to be a weak nonlinear system. When wideband signal applied, the frequency-dependence, namely, memory effect is inevitable. The polynomial always becomes very complicated to model the PA with deep memory effect. Nonlinear auto-regressive moving average (NARMA), which can be seen as a recursive polynomial, has few implementations in power amplifier behavioral modeling. As will be shown hereinafter, NARMA model demonstrates low complexity and fairly good accuracy to model an actual PA. To develop a robust and numerically stable identification algorithm, orthogonal polynomial is used to improve the numerical stability of the matrix inverse.
机译:行为建模是访问功率放大器(PA)的特性并执行数值模拟的重要方法。多项式模型是对PA进行行为建模的最流行的工具,该PA一直被认为是弱非线性系统。当施加宽带信号时,频率依赖性,即记忆效应是不可避免的。对于具有深记忆效应的功率放大器建模,多项式总是变得非常复杂。非线性自回归移动平均值(NARMA)可以看作是递归多项式,在功率放大器行为建模中几乎没有实现。如下所示,NARMA模型展示了较低的复杂度和相当好的准确性,可以对实际的PA进行建模。为了开发鲁棒且数值稳定的识别算法,使用正交多项式来提高矩阵逆的数值稳定性。

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