互联无线环境的随机耦合模型

G. Gradoni, T. Antonsen, S. Anlage, E. Ott
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引用次数: 5

摘要

将室内无线信道比作有损耗的不规则腔体,从统计物理的角度来看更为合适。本文采用描述不规则空腔内外耦合的统计模型(随机耦合模型)来研究相互关联环境中的场波动。可以想象,环境之间的耦合是由孔径建立的。给出了两腔和三腔链终端间传递函数的蒙特卡罗模拟。该理论证实了其他研究者对巢式混响室的数值和实验观察。特别是,我们认为N个相互连接的外壳的线性链可以模拟N-瑞利散射过程。这些结果对于创建超出隔离电磁环境的实验室衰落信道很有意义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Random Coupling Model for interconnected wireless environments
An analogy is made between indoor wireless channels and lossy irregular cavities, for which a statistical physics perspective is more appropriate. A statistical model (the Random Coupling Model) for describing the coupling in and out of irregular cavities is used to study the field fluctuations in interconnected environments. It is imagined that the coupling between environments is established by apertures. Monte Carlo simulations are presented for the transfer function between terminals operating in two- and three-cavity chains. The theory confirms numerical and experimental observations of other investigators on nested reverberation chambers. In particular, it is argued that linear chains of N interconnected enclosures can emulate a N-Rayleigh scattering process. Results are of interest for creating laboratory fading channels beyond isolated electromagnetic environments.
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