The Geometry-Based Statistical Modeling of MIMO Mobile-to-Mobile Channels Revisited

Carlos Adrian Gutierrez Diaz de Leon, J. T. Gutierrez-Mena, J. M. Luna-Rivera, D. U. Campos‐Delgado
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Abstract

In this paper, we discuss a problem in the formulation of geometry-based statistical models for multiple-input multi-ple-output (MIMO) mobile-to-mobile (M2M) fading channels that have been proposed under the plane wave propagation (PWP) assumption. The problem is caused by an oversimplification of the PWP model in the characterization of the channel complex envelope (CCE). This modeling imprecision has led to impose an unnecessary restriction on the size of the antenna arrays to warrant the mathematical tractability of the geometrical PWP channel models. The results presented in previous papers for relevant channel statistics, such as the space-time cross-correlation function (ST-CCF), are not invalidated if the problem is corrected. On the contrary, a thorough description of the physical process of PWP reduces the number of approximations required to obtain such results, extending in consequence their validity to a wider range of propagation scenarios.
基于几何的MIMO移动到移动信道统计建模研究
本文讨论了在平面波传播(PWP)假设下提出的多输入多输出(MIMO)移动到移动(M2M)衰落信道的几何统计模型的建立问题。该问题是由于通道复杂包络(CCE)表征中对PWP模型的过度简化造成的。这种建模不精确导致对天线阵列的尺寸施加不必要的限制,以保证几何PWP信道模型的数学可追溯性。如果问题得到纠正,先前论文中提出的相关信道统计结果,如时空相互关联函数(ST-CCF),不会失效。相反,对PWP物理过程的全面描述减少了获得此类结果所需的近似次数,从而将其有效性扩展到更广泛的传播场景。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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