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首页> 外文期刊>Internet of Things Journal, IEEE >Channel Estimation Performance Analysis of Massive MIMO IoT Systems With Ricean Fading
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Channel Estimation Performance Analysis of Massive MIMO IoT Systems With Ricean Fading

机译:利用Ricean衰落的大规模MIMO IOT系统的信道估计性能分析

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This article analyzes the channel estimation performance of massive multiple-input-multiple-output (MIMO) Internet-of-Things (IoT) systems with Ricean fading. First, by utilizing the least squares (LSs) and minimum mean squared error (MMSE) estimation methods, we consider the relative channel estimation error (RCEE) between the IoT device and base-station, and provide the approximations of the expectation of RCEE (Exp(rcee)). Then, it is found that when the number of antennas M becomes infinite, pilot contamination (PC) exists in both cases. However, for MMSE case, Exp(rcee) scales down by the inverse of Ricean K-factor, and hence PC phenomenon disappears with a large Ricean K-factor. Moreover, as M -> infinity, the power scaling laws show that the pilot sequence power can be scaled down proportionally to 1/M-alpha (alpha > 0) with the MMSE case, where the performance is determined only by the Ricean K-factor. Next, the channel hardening and favorable propagation effects are examined via analyzing the approximations of the variance of RCEE (Var(rcee)). Analysis implies that Var(rcee) decreases by 1/M when M -> infinity. For a large Ricean K-factor, Var(rcee) approaches a nonzero constant for the LS case and scales down by the inverse of the square of Ricean K-factor for the MMSE case. Finally, all results are verified via Monte Carlo simulations.
机译:本文分析了具有Ricean衰落的大规模多输入多输出(MIMO)互联网(IOT)系统的信道估计性能。首先,通过利用最小二乘(LSS)和最小均方误差(MMSE)估计方法,我们考虑IOT设备和基站之间的相对信道估计误差(RCEE),并提供RCEE期望的近似值( EXP(RCEE))。然后,发现当天线M的数量变为无限时,两种情况都存在导频污染(PC)。但是,对于MMSE案例,EXP(RCEE)通过Ricean K因子的倒数缩小,因此PC现象随着大型Ricean K因子消失。此外,作为M - > Infinity,电力缩放法律表明,使用MMSE案例可以按比例按比例按比例为1 / M-alpha(alpha> 0),其中性能仅由Ricean k确定。因素。接下来,通过分析RCEE的方差的近似(VAR(RCEE))的近似来检查信道硬化和有利的传播效果。分析意味着当M - >无穷大时,var(RCEE)减少1 / m。对于大型Ricean K因子,VAR(RCEE)接近LS案例的非零常数,并通过MMSE案例的Ricean K因子的平方缩小。最后,所有结果都通过Monte Carlo模拟验证。

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