基于复杂基带信道脉冲响应夹角的MIMO信道分集分析

Alexander G. B. Colpitts, B. Petersen, G. Messier, R. Behin
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引用次数: 0

摘要

MIMO信道分析通常包括容量;一个更加多样化的信道将导致信道容量的增加。存在许多无线信道的统计度量,但吞吐量性能最终是通过组成MIMO信道的子信道的正交性来确定的。MIMO信道的容量与复杂信道脉冲响应向量之间的夹角一起考虑。导出了复欧几里得矢量之间的夹角。对于模拟的复基带瑞利衰落信道脉冲响应,具有恒定功率延迟分布的有限长短响应与具有指数分布的较长响应的角度分布相似,其振幅时间常数与前者的长度相同。在子信道矢量上的指数分布限制显示为扩展到容量。给出了复子信道矢量角的方差与信道容量方差的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MIMO Channel Diversity Analysis Using Angles Between Complex Baseband Channel Impulse Responses
MIMO channel analysis typically includes capacity; a more diverse channel will result in increased channel capacity. Many statistical measures for wireless channels exist but throughput performance ultimately is determined through the orthogonality of the subchannels comprising the MIMO channel. The capacity of MIMO channels is considered in conjunction with the angles between the complex channel impulse response vectors. The angle between complex Euclidean vectors is derived. For simulated complex baseband Rayleigh fading channel impulse responses, a short finite-length response with a constant power delay profile is similar in angle distribution to a longer response with an exponential profile, whose amplitude time constant is the same as the length of the former. The exponential profile limitations on the sub-channel vectors is shown to extend to capacity. The relationship of the variance of the complex sub-channel vector angles to the variance of the channel capacity is shown.
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