Outage probability for MMSE linear diversity in a non-Gaussian fading environment

N. Mekloi
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引用次数: 1

Abstract

Minimum mean square error (MMSE), also know as optimum combining, is already mentioned to be good matched technique for suppressing the multipath fading and reducing the effect of co-channel interference (CCI) in wireless communications. It has been used for either Gaussian fading channels and non-Gaussian fading channels for different conditions and purposes. In this paper, the performance evaluation of wireless digital communication systems for linear minimum mean square error diversity is investigated. The approach of this paper and its main contribution is to model the non-Gaussian fading channel of wireless systems. A new expression of outage probability in a non-Gaussian fading environment is studied by modeling fading channel as a spherically invariant random process (SIRP). It assumed that the interferers have equal powers and their number is no less than the diversity order. Finally, some numerical results show the impact of the number of antenna elements, the number of interferers and noise.
非高斯衰落环境下MMSE线性分集的中断概率
最小均方误差(MMSE)也称为最优组合,是无线通信中抑制多径衰落和减少同信道干扰(CCI)影响的一种很好的匹配技术。它已用于高斯衰落信道和非高斯衰落信道,用于不同的条件和目的。本文研究了线性最小均方误差分集下无线数字通信系统的性能评价问题。本文的方法及其主要贡献是对无线系统的非高斯衰落信道进行建模。通过将衰落信道建模为球不变随机过程(SIRP),研究了非高斯衰落环境下中断概率的新表达式。假设干扰的功率相等,且干扰数不小于分集阶数。最后,给出了天线单元数、干扰数和噪声对系统性能的影响。
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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