高频信道自适应盲均衡器

N. Miroshnikova
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引用次数: 2

摘要

本文采用状态空间方法研究了高频信道的盲自适应均衡问题。高频信道由于在电离层上的多次反射,在接收机输出端产生码间干扰,是一种多径传播信道。ISI抑制的问题被称为反褶积或信道均衡。目前,一系列基于最小均方误差(MMSE)准则的信道均衡和信道估计方法在工程实践中得到了广泛应用。这些方法假定使用接收器已知的训练或导频符号来估计信道并“训练”均衡器。然而,为了提高带宽效率,盲反褶积或信道均衡方法近年来得到了较为积极的发展。这些方法的本质是在不了解原始信号的前提下,从传感器输出中对信道进行均衡和估计。盲均衡的经典准则是常模准则(CM),它是Godart算法族的扩展。然而,该方法收敛速度慢,并不是适用于高频系统中使用的所有调制方法。本文考虑了一种基于信息理论和自然梯度的学习算法来解决优化问题。为了在不断变化的信道环境中有效地使用该算法,建议对算法步长进行额外的优化。通道模型是动态系统的状态空间描述。状态空间模型的主要优点是灵活,可用于系统的内部描述。在建立状态空间模型和测量模型的基础上,提出了一种自适应最优尺寸盲均衡算法,用于跟踪高频信道的时间变化。将该算法与CMA算法和经典的随机梯度下降算法进行了盲反褶积比较。数值仿真结果表明,该方法能够很好地跟踪信道变化。在高频电离层信道良好、中等和较差条件下的计算机模拟中,所提出的自适应步长盲反褶积均衡算法提供了可靠的均衡误差,并能及时、高精度地跟踪信道的变化
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Adaptive blind equalizer for HF channels
In this paper, the problem of blind adaptive equalization of HF channel is considered using a state space approach. HF channel is multipath propagation channel due to multiple reflections on ionospheric layers, which causing intersymbol interference (ISI) at the receiver output. The problem of ISI suppression is referred to as deconvolution or channel equalization. At present, a family of methods for equalizing and estimating the channel based on the criterion of minimum mean-square error (MMSE) has become widespread in engineering practice. These methods assume the use of a training or pilot symbols known by the receiver to estimate the channel and “train” the equalizer. However, in order to increase the bandwidth efficiency blind deconvolution or channel equalization methods have been developing recently more actively. The essence of these methods is the task of equalization and estimation of the channel from sensors outputs without any a priory knowledge of the original signals. The classical criterion for blind equalization is the constant modulus (CM) criterion, which is an extension of the Godart algorithms family. However, this method has slow convergence, and is not applicable to all modulation methods used in the HF systems. The paper considers a learning algorithm based on information theory and natural gradient is used to solve the optimization problem. To effectively use the algorithm in a changing channel environment, it is suggested to use an additional optimization of the algorithm step size. The channel model is state-space description of a dynamic system. The main advantage of state-space model is that is flexible and can be used for internal description of system. Based on developed state-space model and measurement models, an adaptive optimum-size blind equalization algorithm is proposed to track the HF channel variation in time. Proposed algorithm is compared to CMA and classical stochastic gradient descent algorithms for blind deconvolution. In numerical simulations, it is observed that the proposed approach can track the channel variations with good performance. During computer simulations under good, moderate and poor HF ionospheric channel conditions, it is observed, that proposed adaptive equalization algorithm with adaptive step-size for blind deconvolution provides reliable equalization error and can track the variation of the channel in time with high accuracy
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