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A Top-down Approach to S-UTD-CH Model

机译:自顶向下的S-UTD-CH模型方法

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摘要

Free space electromagnetic wave propagation is an excessively pretty simple. However, in the reality, there are obstructions like buildings and hills blocking the electromagnetic waves and leading diffraction and reflection, and these obstructions can be modeled as a knife edge or wedge due to using of UHF. Hence, the vital problem is how an electromagnetic wave propagates in multiple diffraction scenario including buildings, trees, hills, cars etc. In order to estimate the field strength or relative path loss of the waves at the receiver, so many electromagnetic wave propagation models have been introduced throughout the century. Ray tracing and numerical integration based propagation models are introduced. In this paper, detailed information is provided about S-UTD-CH (Slope UTD with Convex Hull) model. Particularly, in the transition zone, the S-UTD-CH model can be applied to multiple diffraction scenarios. In addition, Fresnel zone concept, convex hull and slope UTD models are fundamentals of the S-UTD-CH model. Moreover, in terms of computation time and accuracy, the S-UTD-CH model is conceived an optimum model. Furthermore, verification of S-UTD-CH model is made by means of FEKO, which is a comprehensive electromagnetic simulation software tool by Altair.
机译:自由空间电磁波的传播非常简单。但是,实际上,存在诸如建筑物和山丘之类的障碍物阻挡电磁波并导致衍射和反射,并且由于使用了UHF,这些障碍物可以建模为刀刃或楔形。因此,至关重要的问题是电磁波如何在包括建筑物,树木,丘陵,汽车等在内的多种衍射场景中传播。为了估计接收器处的波的场强或相对路径损耗,许多电磁波传播模型具有被引入整个世纪。介绍了基于射线跟踪和数值积分的传播模型。在本文中,提供了有关S-UTD-CH(带凸包的斜面UTD)模型的详细信息。特别地,在过渡区中,S-UTD-CH模型可以应用于多种衍射场景。另外,菲涅耳带概念,凸包和倾斜UTD模型是S-UTD-CH模型的基础。此外,就计算时间和准确性而言,S-UTD-CH模型被认为是最佳模型。此外,通过FEKO(一种由Altair开发的综合电磁仿真软件工具)对S-UTD-CH模型进行了验证。

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