PERFORMANCE COMPARISON OF BEAM FORMING TECHNIQUE USING LMS AND SMI ALGORITHMS

R. A, L. C, D. M
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引用次数: 1

Abstract

The main objective is to analyse adaptive beam forming approach based on smart antenna. Several algorithms have been developed based on different criteria to compute the complex weights. In this paper the comparison of the performance of algorithms namely Least Mean Square algorithm (LMS) and Sample Matrix Inversion algorithm (SMI) are presented. The main advantage of these algorithms is its simplicity with a minimal loss of accuracy. This paper describes the design of an adaptive antenna array after receiving the signals from the desired and interfering directions. Then the weight vector is evaluated to minimize the error that provides an appropriate beam pattern to each subscriber. For these two algorithms the mean square error and Array factor are evaluated and compared. Simulation results revealed that Least Mean Squares (LMS) are best for beam forming (to form main lobes) towards desired user but they have limitations towards interference rejection. While Sample Matrix Inversion Algorithm (SMI) has satisfactory response towards beam forming and it gives better outcome for interference rejection. It is verified that convergence rate of SMI is faster than LMS so SMI is proved the best choice. The effect of changing number of elements on Array factor for SMI algorithm has also been studied. Keywords— Antenna Arrays, Adaptive Algorithms, Beam forming, Interference, Smart antenna, Least Mean Squares (LMS), Sample Matrix Inversion Algorithm (SMI).
基于LMS和smi算法的波束成形技术性能比较
主要目的是分析基于智能天线的自适应波束形成方法。基于不同的准则,已经开发了几种算法来计算复杂的权重。本文比较了最小均方算法(LMS)和样本矩阵反演算法(SMI)的性能。这些算法的主要优点是其简单性和最小的准确性损失。本文介绍了接收期望方向和干扰方向信号后的自适应天线阵列的设计。然后对权重向量进行评估,使误差最小化,从而为每个用户提供合适的波束方向图。对这两种算法的均方误差和阵列因子进行了计算和比较。仿真结果表明,最小均方差(LMS)对波束形成(形成主瓣)的效果最好,但在抑制干扰方面存在局限性。而样本矩阵反演算法(SMI)对波束形成有满意的响应,抗干扰效果较好。验证了SMI的收敛速度比LMS更快,证明SMI是最佳选择。本文还研究了SMI算法中元素个数变化对阵列因子的影响。关键词:天线阵列,自适应算法,波束形成,干扰,智能天线,最小均方(LMS),样本矩阵反演算法(SMI)
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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