无扰动场模型:一种近距离和极低天线高度的传播模型

N. DeMinco
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引用次数: 0

摘要

摘要描述了由电信科学研究所(ITS)开发的无线电波传播模型(无扰动场模型)。无扰动场模型是建立短距离移动到移动传播模型的研究结果。ITS审查和评估了目前可用的无线电波传播模型,得出的结论是,这些模型都不适合解决超短距离和极低天线高度的要求。这项工作的结果可在ITS报告中找到在本报告中,描述了一种确定性方法,该方法适用于距离为2至30米,天线高度为0至3米,频率为150至6000 MHz的极短距离传播模型。该方法包括计算未受干扰的电场,并根据电场的振幅作为距离、频率和地面常数的函数计算损耗。无干扰场是指发射天线在离地面不同距离和高度上产生的电场,在接收天线位置附近不存在任何场干扰因素。这与干扰场相反,其中天线位于接收器位置会干扰电场。ITS报告1详细描述了对非受扰和受扰(相互耦合)场计算方法之间差异的研究结果,并进一步展示了两种方法计算传播损耗结果之间的差异。扰动场法是较精确的方法,但与相对简单的无扰动场法相比,计算量大,计算难度大。ITS报告通过大量实例表明,在大多数情况下,用无扰动场法和扰动场法计算的传播损耗之间的差异是最小的无扰动电场技术包括近场效应、复合双射线模型、天线高度、地面常数、天线近场和远场响应以及表面波。因为这是一个视线模型,所以假定地面在30米或更短的距离内是平坦的,没有不规则的地形存在。对于小于5公里的距离,地球曲率的影响可以忽略不计,并且可以假设在光滑的地球上频率小于6千兆赫的地方是平坦的。对于小于300米的距离应使用无扰动场模型。它特别适用于小于30米的近距离。本报告将描述无扰动场模型的发展及其用于计算传播损耗的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The undisturbed-field model: A propagation model for close-in distances and very low antenna heights
This abstract describes a radio-wave propagation model (the Undisturbed-Field Model) that was developed at the Institute for Telecommunication Sciences (ITS). The Undisturbed-Field Model was developed as the result of an investigation to create a short-range mobile-to-mobile propagation model. ITS reviewed and evaluated currently available radio-wave propagation models and came to the conclusion that none of these models were suitable for addressing the requirements of ultra-short distances and very low antenna heights. The results of the work are available in an ITS report.1 In this report, a deterministic method is described which is suitable for a very short-range propagation model for distances of 2 to 30 meters, antenna heights of 0 to 3 meters, and frequencies from 150 to 6000 MHz. The method involves the calculation of the undisturbed electric field and calculation of the loss based on the amplitude of the electric field as a function of distance, frequency, and the ground constants. The undisturbed field is that electric field produced by a transmitter antenna at different distances and heights above ground without any field-disturbing factors in the proximity of the receiver antenna location. This is in contrast to a disturbed field where an antenna located at the receiver site would disturb the electric field. The ITS report1 describes the results in detail of an investigation of the differences between the undisturbed and disturbed (mutual coupling) methods of field computation, and goes on to show the differences between the results of propagation loss computed with both methods. The disturbed-field method is the more exact method, but it is more computationally intensive and difficult to calculate when compared to the relatively simple computations with undisturbed-field method. The ITS report shows via numerous examples that for most scenarios the difference between the propagation loss computed by undisturbed-field method and the disturbed-field method is minimal.1 The undisturbed electric field technique includes near-field effects, the complex two-ray model, antenna heights, ground constants, antenna near-field and far-field response and the surface wave. Since this is a Line-of-Sight model, the ground is assumed to be flat over the distance of 30 meters or less with no irregular terrain present. For distances of less than 5 kilometers the curvature of the Earth has a negligible effect and can be assumed to be flat for frequencies less than 6 GHz over a smooth Earth.1 The Undisturbed-Field Model should be used for distances less than 300 meters. It is particularly applicable for close-in distances less than 30 meters. This presentation will describe the development of the Undisturbed-Field Model and the methods that it uses for calculating propagation loss.
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