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Modelling of radiowave propagation in urban environment

机译:城市环境中无线电波传播的建模

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The parabolic equation (PE) method is a fast and powerful technique which allows accurate modelling of radiowave diffraction and scattering from buildings, including detailed features like doors, windows, wall roughness, etc. It is important, particularly at high frequencies, to predict the effects of these features on the scattered field structure, saving measurement costs. The PE method is most effective for small scale problems like scattering from a single building or a group of buildings. The detailed information obtained in this way can be used with ray-tracing codes to predict propagation over large areas. We present results on scattering from buildings with different features (doors, windows with metal frames, etc.), scattering from a rough brick wall and propagation along a street. The simulations were compared with experimental data, and very good agreement was found. A particularly interesting result is obtained for scattering from a rough brick building at millimetre frequencies, where the scattered field has sharp peaks in the specular region. The results show the typical behaviour of the scattered field at high frequencies. This provides useful information for the planning of urban communication systems.
机译:抛物线方程(PE)方法是一种快速而强大的技术,可以对建筑物的无线电波衍射和散射进行精确建模,包括门,窗,墙壁粗糙度等详细特征。重要的是,尤其是在高频下,预测这些特征对散射场结构的影响,节省了测量成本。 PE方法对于小规模问题(例如从单个建筑物或一组建筑物中的散射)最有效。以这种方式获得的详细信息可以与光线跟踪代码一起使用,以预测大面积上的传播。我们给出了来自具有不同特征(门,带有金属框架的窗户等)的建筑物的散射,来自粗糙砖墙的散射以及沿街道传播的结果。将模拟结果与实验数据进行了比较,发现非常吻合。从粗糙的砖瓦房以毫米频率散射时,获得了一个特别有趣的结果,其中散射场在镜面反射区域中具有尖锐的峰值。结果显示了散射场在高频下的典型行为。这为城市通信系统的规划提供了有用的信息。

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