无线电信道中方向色散和空间选择性的一阶和二阶表征

B. Fleury
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引用次数: 288

摘要

我们提出了有关无线电信道中方向色散和空间选择性的第一和第二矩表征以及这两种效应之间的对偶性的分析结果。方向色散可以用方向功率谱或接收点的一组空间多普勒功率谱来表征。引入了方向扩频和最大空间多普勒扩频两个度量,分别描述了信道在方向和空间多普勒频率上的频散程度。这两种测量都类似于延迟和多普勒频散,它们通常分别用于描述延迟和多普勒频率的色散程度。分析了表征空间色散的两种方法之间的关系,特别是方向和最大空间多普勒频散之间的关系。一定水平上的相干距离概括了无线电信道中影响通信系统性能的空间选择性的某些特征。方向色散与相干距离之间以及最大空间多普勒色散与相干距离之间的两种不确定性关系表达了方向色散与空间选择性之间的二元性。这些关系类似于先前建立的延迟扩展与相干带宽之间以及多普勒扩展与相干时间之间的关系。在波仅水平传播的情况下,与移动通信有关的例子说明了理论结果。本文还讨论了这些结果在均匀线性天线阵列设计中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
First- and second-order characterization of direction dispersion and space selectivity in the radio channel
We present analytical results relating to first- and second-moment characterization of direction dispersion and spatial selectivity in the radio channel as well as to the duality between these two effects. Dispersion in direction can be characterized either by the direction power spectrum or by a family of spatial Doppler power spectra at the reception site. Two measures called the direction spread and the maximum spatial Doppler spread are introduced which describe the extent of channel dispersion in direction and in spatial Doppler frequency, respectively. Both measures are analogous to the delay and Doppler spreads, which are commonly employed to describe the extent of dispersion in delay and Doppler frequency, respectively. The relationships between the two approaches for characterizing spatial dispersion and especially between the direction and maximum spatial Doppler spreads are analytically established. The coherence distance at a certain level summarizes certain features of space selectivity in the radio channel which impact on the performance of communication systems. Two uncertainty relations between the direction spread and the coherence distance as well as between the maximum spatial Doppler spread and the coherence distance express the duality between direction dispersion and space selectivity. These relations are analogous to those established previously between the delay spread and the coherence bandwidth and between the Doppler spread and the coherence time. Examples relevant to mobile communications in the case where the waves propagate only horizontally illustrate the theoretical results. An application of these results to the design of uniform linear antenna arrays is also discussed.
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