改进的LMS算法快速识别数字信道

W. Novotny, H. N. Ferrao, J. O. Pérez, Claudia F. Sayago
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引用次数: 2

摘要

提出了一种新的改进LMS算法来调整自适应数字滤波器的系数。从基本的LMS(最小均方)算法出发,提出了改进的lsm算法,以便在确定的迭代次数下实现并行的两个特性:更快的收敛速度;最终二次误差小于LMS和nLMS算法。其基本思想是将其应用于数字通信信道识别和后期均衡,这需要较高的工作频率。这些性质已被解析导出,其行为已被广泛证实。在标准数字信道模型中使用LMSm算法得到的分析和实验结果表明,该算法具有以下重要改进:更快的收敛速度;系统识别的模型与实际信道参数之间的均方误差较小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modified LMS algorithm for fast identification of digital channels
A new modified LMS algorithm, to adjust the coefficients of an adaptive digital filter, is presented. Starting from the basic LMS (least mean square) algorithm, the modified algorithm, LMSm, has been conceived in order to achieve, for a determined number of iterations, both properties in parallel: a faster convergence rate; a smaller final quadratic error than the LMS and nLMS algorithms. The underlying idea is its application to digital communication channel identification and later equalization, which requires a high frequency of operation. These properties have been analytically derived and its behaviour has been extensively verified. Both analytical and experimental results obtained by using the LMSm algorithm in standard digital channel models show the following important improvements: a higher velocity of convergence; a smaller mean squared error between the model identified by the system and the real channel parameters.
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