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On the bounds of correlated rayleigh channel capacity with geometrical MIMO channel model

机译:几何MIMO信道模型在相关瑞利信道容量上的界

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MIMO system has been proven to provide higher capacity that is linear increase with the number of antennas. But this is true only in independent conditions, when the spatial-temporal fading correlation exists, the capacity may vary. In the study, the geometrical MIMO channel model is presented. Based on the formula of MIMO ergodic capacity, the capacity limits are investigated with arbitrary finite number of antennas. It first derives the exact expressions for the upper and lower bounds in doubly correlated MIMO channels. Then a simple expression for the capacity bounds is attained for the high SNR. Finally, some results are provided by Monte Carlo simulation to verify the tightness of the derived bounds.
机译:事实证明,MIMO系统可提供更高的容量,并随着天线数量的增加而线性增加。但这仅在独立条件下成立,当存在时空衰落相关性时,容量可能会发生变化。在研究中,提出了几何MIMO信道模型。基于MIMO遍历容量的公式,研究了任意有限数量天线的容量极限。它首先导出双相关MIMO信道中上限和下限的精确表达式。然后,针对高SNR获得了容量边界的简单表达式。最后,蒙特卡洛模拟提供了一些结果,以验证导出边界的紧密性。

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