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arXiv 1202.4553cs.ITmath-phmath.ITmath.MP
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确定性信道模型的MIMO容量:次线性增长

MIMO capacity for deterministic channel models: sublinear growth

Francois Bentosela, Horia D. Cornean, Nicola Marchetti

摘要:

这是第二篇论文的作者在一个系列有关的发展确定性模型的传递矩阵的MIMO系统。从麦克斯韦方程组出发,我们在\cite{BCFM}中描述了这种确定性传输矩阵的一般结构。在目前的文件中,我们申请的结果\cite{BCFM},以研究(香农-Foschini)的MIMO系统的容量行为作为确定性的扩展函数的环境,和发送和接收天线的数量。假设天线填充给定的固定体积。在一些通用的假设下,我们证明了容量的增长比线性天线的数量慢得多。这些结果加强了以前的启发式结果从统计模型的传输矩阵,这也预测了次线性行为。

英文摘要:

This is the second paper of the authors in a series concerned with the development of a deterministic model for the transfer matrix of a MIMO system. Starting from the Maxwell equations, we have described in \cite{BCFM} the generic structure of such a deterministic transfer matrix. In the current paper we apply the results of \cite{BCFM} in order to study the (Shannon-Foschini) capacity behavior of a MIMO system as a function of the deterministic spread function of the environment, and the number of transmitting and receiving antennas. The antennas are assumed to fill in a given, fixed volume. Under some generic assumptions, we prove that the capacity grows much more slowly than linearly with the number of antennas. These results reinforce previous heuristic results obtained from statistical models of the transfer matrix, which also predict a sublinear behavior.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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