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A hybrid geometrical optics, integral equation propagation model for fast accurate UHF propagation computation in urban microcells

机译:一种混合几何光学,整体方程传播模型,用于城市微小区的快速准确UHF传播计算

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We are interested in applying rigorous methods to the computation of UHF propagation in an urban environment. In this regard, the combined field integral equation (CFIE) formulation of the scattering problem is a trust-worthy starting point. The computational complexity of the direct solution of the CFIE is prohibitive for practical applications. However an accurate integral equation solution can still be obtained by incorporating some a priori knowledge based on geometrical optics. This paper is a report on some first results which we find very encouraging. We are satisfied that we will be able to develop more general approaches and these will be reported in due course. Buildings are treated as polygons with polygon edges (sides) representing building walls. The hybrid method achieves its computational speed-up by identifying significant edge-to-edge interactions, using a standard visibility algorithm. The results obtained using the method are compared with full method of moments solution of the CFIE. One of the advantages of the integral equation formulation is that it can handle surface irregularities. We apply our method to a rough surface problem and illustrate how it can give quite different values when compared with a smooth surface solution obtained using pure ray tracing or CFIE solution strategies.
机译:我们有兴趣将严格的方法应用于城市环境中的UHF传播的计算。在这方面,散射问题的组合场积分方程(CFIE)的制定是一个值得信赖的起点。 CFIE直接解决方案的计算复杂性对实际应用令人无舒。然而,仍然可以通过基于几何光学器件结合一些先验的知识来获得精确的整体式方案解决方案。本文是一些关于一些我们发现非常令人鼓舞的结果的报告。我们对我们能够在适当时候开发更多的普遍方法,这些方法将在适当的时候报告。建筑物被视为具有代表建筑物墙壁的多边形边缘(侧面)的多边形。混合方法通过使用标准可见度算法识别显着的边缘相互作用来实现其计算加速。使用该方法获得的结果与CFIE的矩阵溶液的全部方法进行比较。整体方程式配方的一个优点是它可以处理表面不规则性。我们将方法应用于粗糙的表面问题,并说明与使用纯射线跟踪或CFIE解决方案策略获得的光滑表面溶液相比,如何给出相当不同的值。

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