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This histogram was constructed using approximately 800 points along the radio path at ranges from 200 m to 15 km between the terminal antennas The corresponding continuous curve presented in Figure 1123(a) was derived from the Rayleigh distribution (see 1) with all parameters obtained from resulting statistical analysis of measured points This shows agreement between the experimentally obtained distribution of signal strength presented and the theoretical prediction presented by Rayleigh s law described the worst (NLOS) situation occurs in wireless communication link The measured output points for the second and the third groups were combined together (approximately 1300 points for the second group and 700 800 points for the third group) Their statistical analysis is presented in the histogram in Figure 1123 as a function of the normalized signal strength x r t =rms.

10. Use Zoom Dynamic to zoom in on the area around 6 and 7 in Figure 18-11. Start the INSERT command and click OK. Follow the prompts:

Specify insertion point or [Scale/X/Y/Z/Rotate/PScale/PX/PY/PZ/PRotate]: Pick 6 in Figure 18-11. Enter X scale factor, specify opposite corner, or [Corner/XYZ] <1>: -2/3 Enter Y scale factor <use X scale factor>: 2/3 Specify rotation angle: 270

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The continuous curve in the gure describes calculations of the Rician distribution (see 1) of fast signal variations obtained by using the information about rms and K from statistical analysis of experimental data As it is seen, a good explanation of experimental data was obtained by using the Rician s law Results of the statistical analysis of numerous experiments and theoretical prediction, both presented in Figure 1123, allow us to conclude that the Rayleigh statistics can be used during analysis of closed urban communication links for low elevated mobile terminal antennas That is, for a case of NLOS conditions in mobile communication At the same time, the Rician law strictly describes fast fading effects for combined NLOS (close areas) and LOS (open areas) conditions where one of the antenna is higher than the rooftops Description of Multipath Effects by Use of Stochastic Approach.

11. Repeat the INSERT command and click OK. Follow the prompts:

Now, we will explain why all the experimental samples obtained in the statistics were not used As was mentioned above, about 30 35% of more than 3800 measurement points cannot be described by the Rayleigh Rician statistics Thus, in the rst group only about 800 from the 1200 measured points could be analyzed by using the Rayleigh statistics description The same situation occurred with the second group where only about 1000 points of the 1200 satisfy the Rayleigh law Finally, from the third group only about 800 900 of the 1300 points could be analyzed by using Rician statistics In all the points, which are not described by the well-known Rayleigh Rician statistics, we observe deeper signal strength fast variations.

Specify insertion point or [Scale/X/Y/Z/Rotate/PScale/PX/PY/PZ/PRotate]: Pick 7 in Figure 18-11. Enter X scale factor, specify opposite corner, or [Corner/XYZ] <1>: 2/3 Enter Y scale factor <use X scale factor>: Specify rotation angle: 90

12. Beneath the doors you just inserted is a water closet with a toilet. Pan down to it. Erase the toilet, which is a block. Change the current layer to FIXTURE. 13. Choose AutoCAD DesignCenter from the Standard toolbar. (If you don t see the two panes, click Tree View Toggle on the DesignCenter toolbar.) In the left pane, navigate to your CD-ROM drive. (You may need to use the horizontal scroll bar if the left side of the list of drives and folders is not in view.) Doubleclick the CD-ROM drive, and then double-click ab14-b.dwg. Click Blocks from the list of named objects. On the right, you see the blocks in the drawing. 14. Double-click TOILET2. You see a preview at the bottom of the DesignCenter. (If not, click Preview on the DesignCenter toolbar.) AutoCAD opens the Insert dialog box. Because you can see the preview, you know the rotation angle is correct and you can assume that the scale is correct because toilets are generally about the same size. The Insertion Point Specify On-Screen checkbox should be checked. The other Specify On-Screen checkboxes should be unchecked. Click OK. 15. Drag the toilet into the water closet and use a Midpoint object snap to place it at the middle of the bottom wall of the water closet. If you wish, choose AutoCAD DesignCenter on the Standard bar to close the DesignCenter (or click its Close button). 16. Do a Zoom Extents and save your drawing.

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