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Analysis of Reduction in Area in MIMO Receivers Using SQRD Method and Unitary Transformation with Maximum Likelihood Estimation (MLE) and Minimum Mean Square Error Estimation (MMSE) Techniques

机译:使用SQRD方法和具有最大似然估计(MLE)和最小均方误差估计(MMSE)技术的Unit变换对MIMO接收机中的面积减少进行分析

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摘要

In the field of Wireless Communication, there is always a demand for reliability, improved range and speed. Many wireless networks such as OFDM, CDMA2000, WCDMA etc., provide a solution to this problem when incorporated with Multiple input- multiple output (MIMO) technology. Due to the complexity in signal processing, MIMO is highly expensive in terms of area consumption. In this paper, a method of MIMO receiver design is proposed to reduce the area consumed by the processing elements involved in complex signal processing. In this paper, a solution for area reduction in the Multiple input multiple output(MIMO) Maximum Likelihood Receiver(MLE) using Sorted QR Decomposition and Unitary transformation method is analyzed. It provides unified approach and also reduces ISI and provides better performance at low cost. The receiver pre-processor architecture based on Minimum Mean Square Error (MMSE) is compared while using Iterative SQRD and Unitary transformation method for vectoring. Unitary transformations are transformations of the matrices which maintain the Hermitian nature of the matrix, and the multiplication and addition relationship between the operators. This helps to reduce the computational complexity significantly. The dynamic range of all variables is tightly bound and the algorithm is well suited for fixed point arithmetic.
机译:在无线通信领域,总是需要可靠性,改进的范围和速度。当与多输入多输出(MIMO)技术结合使用时,许多无线网络(例如OFDM,CDMA2000,WCDMA等)将为该问题提供解决方案。由于信号处理的复杂性,MIMO在面积消耗方面非常昂贵。本文提出了一种MIMO接收机设计方法,以减少复杂信号处理中涉及的处理单元所消耗的面积。本文分析了一种采用排序QR分解和Unit变换的多输入多输出(MIMO)最大似然接收器(MLE)的面积减小解决方案。它提供了统一的方法,还降低了ISI,并以低成本提供了更好的性能。比较了基于最小均方误差(MMSE)的接收机预处理器体系结构,同时使用了迭代SQRD和单一变换方法进行矢量化。 ary变换是保持矩阵的Hermitian性质以及运算符之间的乘法和加法关系的矩阵变换。这有助于显着降低计算复杂度。所有变量的动态范围都受到严格限制,该算法非常适合定点算法。

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