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A simple approach to evaluate the ergodic capacity and outage probability of correlated Rayleigh diversity channels with unequal signal-to-noise ratios

机译:一种评估信噪比不相等的相关瑞利分集信道的遍历容量和中断概率的简单方法

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In this article, we propose a novel method to derive exact closed-form ergodic capacity and outage probability expressions for correlated Rayleigh fading channels with receive diversity. Unlike the existing works, the proposed method employ a simple approach for the capacity and outage analysis for receiver diversity channels operating at different signal-to-noise ratios depicted in the diagonal elements of matrix Ω . With x being the channel gain vector, random variable of the form Y ( a )= a + x ? Ω x is considered. Novelty of the work resides in the fact that the distribution of Y ( a ) is accurately determined by employing Fourier representation of unit step function followed by complex integration in a straight forward way. The ergodic channel capacity is thus calculated by using the first-order moment, , while the outage probability for a certain threshold γ 0is evaluated using . Extensive experiments have been conducted demonstrating the accuracy of the proposed approach.
机译:在本文中,我们提出了一种新颖的方法来为具有接收分集的相关瑞利衰落信道推导精确的闭合形式遍历容量和中断概率表达式。与现有工作不同的是,所提出的方法采用了一种简单的方法来对以矩阵Ω对角线元素描述的不同信噪比工作的接收机分集信道的容量和中断进行分析。以x为信道增益矢量,考虑形式为Y(a)= a + x Ωx的随机变量。这项工作的新颖性在于,通过采用单位阶跃函数的傅里叶表示,然后以简单的方式进行复杂的积分,可以准确地确定Y(a)的分布。因此,通过使用一阶矩来计算遍历信道容量,而使用来评估特定阈值γ 0 的中断概率。已经进行了广泛的实验,证明了所提出方法的准确性。

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