具有线性复杂度的非几何相关信道衰落模型

Tobias W. Weber, Eike Lyczkowski, W. Kiess
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引用次数: 0

摘要

仿真是研究无线技术的重要组成部分。因此,需要一种计算效率高的信道模型来进行物理层的仿真。对于分组重复的研究,一个具有相关信道的衰落模型是非常重要的。我们提出了一种复杂度优化的衰落模型,该模型的衰落强度、自相关和信道相关参数可以细粒度调节。该模型基于正弦波和法,包括瑞利分布小尺度衰落和正态分布大尺度衰落。在较宽的参数范围内验证了该模型的数学性质,并公布了其源代码。
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Non-geometric correlated channel fading model with linear complexity
Simulations are an important component for the investigation of wireless technologies. Thereby, a compute efficient channel model is needed for simulations of the physical layer. For the investigation of packet duplication a fading model with correlated channels is of high importance. We propose such a complexity-optimized fading model whose parameters fading strength, autocorrelation and channel correlation can be adjusted with fine granularity. The model is based on the sum of sinusoids method and includes Rayleigh distributed small scale fading and normal distributed large scale fading. The model is validated for its mathematical properties within a wide parameter range and its source code is published.
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