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Veri cation of the Stochastic Approach via Numerous Experiments Here, we focus our attention on estimating the accuracy of the proposed stochastic approach by verifying the results of the theoretical prediction against numerous measurements carried out in different land communication links, mixed residential, urban, and suburban areas Path Loss in Mixed Residential Areas The measurements were taken in three locations in Poland: Lipniki, Koscierzyna, and Tarczyn [23,26] These are typical rural neighborhoods, with one or two story houses surrounded by vegetation The frequency used was 35 GHz The measurements were made with a transmitter antenna, at hT , of 40 m and 80 m, above the average tree and building heights whereas the height of the receiver antenna, hR , was between 3 to 15 m Between 5 to 8 points were measured in each of the locations (see References [23,26]).

The average parameters of the obstructions were estimated in the following manner For the re ection coef cient, G, we used the average value measured for the brick walls and wooden surfaces of trees, that is 03 04 As for the correlation scales, h and v , for trees they are of the order of tens of centimeters, whereas for one two oor houses they are of the order of 1 15 meter In the case of uniformly distributed obstructions, we took h and v to be between 05 and 1 m in our calculations The same procedure was used in obtaining the minimum, average, and maximum obstruction contours density, g0 Thus, using the topographical map of the mixed area we divided it into regions of 1 km2 area each and in each region we estimated the density of the obstructions.

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In regions with pure vegetation, the parameter g0 varies from g0 0:01 km 1 to g0 0:1 km 1 In regions where buildings are predominant, it ranges between g0 1 km 1 to g0 3 km 1 (see References [23,26]) Finally we obtained that the average parameter of obstruction density over the terrain varies between g0 0:1 km 1 to g0 1 km 1 These values were used below in the numerical computations of path loss based on formulas (559) and (560), and in formulas (542), (548) to (550) In Figures 117 and 118, the path loss (in dB) is presented as a function of the receiver antenna height calculated according to formulas (559) and (560) for the case of single scattering with diffraction (denoted by circles) and formulas (548) to.

Navigation among multiple screens, views, or pages Navigation between panes Navigation between tools and menus Navigation of information

Point #1 85 Single and multiscattering attenuation [dB] Single and multiscattering attenuation [dB]

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Point #2 90 Single and multiscattering attenuation [dB] 90

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Point #3

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