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An Investigation of Direction of Arrival Estimation Scheme for Correlated Signals in Wireless Communication Systems

机译:无线通信系统中相关信号的到达估计方案方向研究

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Over the past decades, a number of DOA estimation algorithms have been studied and the most outstanding subspace super resolution algorithms such as MUSIC and ESPRIT became favorable topics of study in estimating direction of arrival (DOA). MUSIC is the most commonly used super resolution algorithm due to its accuracy, high resolution and stability under certain conditions. However, MUSIC algorithm works on the premise that the signals are uncorrelated and can lead to degradation of the performance of MUSIC in multipath propagation of wireless communication systems that have highly correlated signals. This failure is due to loss of non-singularity property of the covariance matrix that is used in the signal model. This paper focuses on investigating a computationally efficient spatial smoothing technique using Uniform Linear Arrays (ULA) to solve the problem of correlation in wireless communication systems. The direction of arrival estimation is simulated on a MATLAB platform with a set of input parameters such as array elements, signal to noise ratio, number of snapshots and number of signal sources and the RMSE has been used to show the performance. Simulation has been conducted and the results show that forward-backward spatial smoothing (FBSS) method can achieve an accurate and efficient DOA estimation for correlated signals.
机译:在过去的几十年中,已经研究了许多DOA估计算法,并且最优秀的子空间超分辨率算法,如音乐和ESPRIT,成为估计到达方向(DOA)的有利主题。音乐是最常用的超分辨率算法,因为其精度,高分辨率和某些条件下的稳定性。然而,音乐算法适用于信号不相关的前提,并且可以导致音乐在具有高度相关信号的无线通信系统的多径传播中的音乐性能的降低。这种故障是由于信号模型中使用的协方差矩阵的非奇异性丢失。本文侧重于使用均匀线性阵列(ULA)来研究计算有效的空间平滑技术,以解决无线通信系统中的相关问题。到达方向估计在Matlab平台上模拟了一组输入参数,例如阵列元素,信噪比,信号源的数量和信号源的数量,并且RMSE已被用于显示性能。已经进行了模拟,结果表明前后空间平滑(FBSS)方法可以实现相关信号的准确和有效的DOA估计。

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