基于总最小二乘法的高收敛自适应去噪均衡方法

Ryusuke Kono, Minoru Komatsu, H. Matsumoto
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引用次数: 0

摘要

在通信系统中,当接收到的信号不含噪声时,我们可以精确地进行盲均衡。然而,当接收到的信号中包含噪声时,均衡性能通常会下降。为了解决这一问题,提出了一种带消噪单元的总最小二乘均衡化方法。该方法存在收敛速度较慢的问题,因为该方法使用基于TLS的梯度法进行信道估计,使用基于均方误差(Mean Square Error, MSE)的梯度法计算均衡器参数。因此,本文旨在提出一种具有去噪单元的高收敛盲均衡方法。在本文提出的方法中,首先,为了提高信道估计的收敛速度,我们提出了一种递归方法,其更新规则类似于基于TLS的递归最小二乘(RLS)方法,注意到基于最小二乘的RLS方法收敛速度更快。其次,将结果用于去噪。第三,我们使用估计的信道特性计算均衡参数。在本次计算中,采用RLS法代替LMS法作为梯度法,收敛速度更快。最后,通过在每次采样时给均衡器设置这些参数,可以在保持较高均衡性能的同时获得较高的收敛速度。通过计算机仿真对该方法进行了验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Higher Convergence Adaptive Equalization Method with Noise Removal Function Using Total Least Squares Method
In the communications system, when received signals do not include noises, we can accurately perform blind equalizations. However, when received signals include noises, equalization performance generally deteriorates. To solve this problem, an equalization method using Total Least Squares (TLS) with a noise removal unit was proposed. This method had a problem that it was slower convergence rate because this method was used the gradient method based on TLS for channel estimation and LMS method as the gradient method based on Mean Square Error (MSE) for the calculation of equalizer parameters. Therefore, in this paper, we aim to propose a higher convergence blind equalization method with noise removal unit. In the proposed method, first, for higher convergence rate of channel estimation, we propose a recursive method with an update rule that is like Recursive Least Squares (RLS) method based on TLS, noting that RLS method based on Least Squares is higher convergence rate. Second, the result is used for removing noises. Third, we calculate equalization parameters using estimated channel characteristics. In this calculation, RLS method instead of LMS method as gradient method is used for higher convergence rate. Last, we can achieve higher convergence rate can be obtained with maintaining higher equalization performance by giving these parameters to the equalizer every sample time. The proposed method is evaluated by computer simulation.
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