采用信号在三维空间传播的椭圆信道模型

Farrukh Ijaz, M. Riaz, N. Khan, M. Y. Wani
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引用次数: 2

摘要

基于几何的随机信道建模方法是近二十年来蜂窝移动通信系统中移动台周围物理散射环境建模的研究热点。在高速公路、街道和峡谷中移动的移动用户对其周围环境的建模更为关键。为了模拟这种散射环境,我们通过引入基站的高程,扩展了先前提出的用于大蜂窝通信系统的二维(2D)椭圆几何信道模型。我们认为MS被放置在椭圆的中间,在椭圆的边界区域被均匀分布的散射体包围。此外,我们还考虑了安装在无散射区域的BS的高程。考虑到这些假设,我们推导出了到达角概率分布函数(pdf)的简单数学表达式。椭圆几何是这样的,它有可调整的尺寸,可以根据他们的宽度更好地模拟街道和高速公路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Elliptical channel model employing propagation of signals in 3D space
Geometrically-based stochastic channel modeling approach has been a hot area of research for the last two decades to model the surrounding physical scattering environment around the mobile station (MS) in cellular mobile communication systems. The mobile users moving in vehicles on the high ways, in streets and canyons are more critical to model their surrounding environments. In order to model such scattering environment, we extend the earlier proposed two-dimensional (2D) elliptical geometric channel model for macrocellular communication systems by introducing elevation of the base station (BS). We consider that MS is placed at the middle of the ellipse and surrounded by uniformly distributed scatterers on the boundary region of the ellipse. Furthermore, we also consider elevation of the BS that is installed in scattering-free region. Taking these assumptions into account, we derive a simple mathematical expression for the probability distribution functions (PDFs) of angle-of-arrival. The elliptical geometry is such that it has adjustable dimensions and can model the streets and highways in a better way according to their widths.
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