一种快速逼近功率放大器非线性失真的方法

I. Kashchenko
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引用次数: 0

摘要

本文提出了一种快速逼近功率放大器非线性畸变的方法。在此基础上,提出了一种采用分段线性插值方法使误差最小化的最小二乘法,从而应用了一种快速迭代算法求解线性系统。与已知的方法比较表明,该方法在较短的时间内得到非线性畸变的近似结果。与其他方法(LMS直接求解,多项式近似)相比,求解所需的时间减少了2-3倍,同时保持了求解的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A fast way for approximation of nonlinear distortion of power amplifiers
This paper presents one way to fast approximation of nonlinear distortions in power amplifiers. As a basis, a way to take the method of piecewise linear interpolation error minimization of the least squares method, which applied a fast iterative algorithm for solving linear systems. In comparison with known methods it is shown that the proposed method requires less time to obtains the results of approximation of nonlinear distortions. The amount of time required for the solution is reduced in 2–3 times in comparison with other methods (direct solution with LMS, polynomial approximation) while maintaining the accuracy of the solution.
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