Page 141 - Integrated Wireless Propagation Models
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                          M a c r o c e  I   P r e d i c t i o n  M o d e I s - P a r t  2 :  P o i n t - t o - P o i n t  M o d e I s   119
               3 . 1 . 4  Effects of Terrain Elevation on the Signal Strength Prediction
               The calculation of two of the Lee model components-that is, the effective antenna
               height gain and the diffraction loss-is affected by the local terrain elevation. Terrain
               elevation data are extracted from the terrain files and used to create a terrain contour
               profile of each radial, which support s the signal strength prediction of a sector with the
               terrain contour profile of the radial array.
                  The model can also consider the effects of terrain averaging and the effective earth
               curvature when determining terrain elevations in use. Terrain elevation data can also be
               used for support when an optional water enhancement affects the signal strength calcu­
               lation in the Lee model variations.
                  The Lee model can use different terrain elevation data, terrain averaging, and effec­
               tive earth curvature in dealing with a complicated mobile environment.

               3 . 1 . 4. 1  Terrain Elevation Data
                                  10 11
               Terrain elevation data • are stored and divided into a grid of data points spaced at
               3-arc-second intervals. The average of all the data points in one grid is stored in that
               grid. When a final file of all the grids is completed, the Lee model extracts the average
               terrain elevations from the files to calculate the signal strength prediction.

               3.1.4. 1 . 1    Extracting Terrain Elevations  First, the area of interest will be determined by
               the radial distance of the terrain map (specified by the individual users) and the base
               station location.
                  When the corners of the area of interest only have partial 3-arc-second grid points,
               the area of interest has to expand each corner to align with the entire grid. This "aligned
               area of interest" is illustrated in Fig. 3.1.4 1 . 1 .
                                                 .



                            1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 °  1 1 5 ° 1 1 5
                            0'  0'   0'   0'   0'   0'   0'   0'   0'   0'   0'   0'   0'  0'
                            39"  36"  33"  30"  27"  24"  21 "  1 8 "  1 5 "  12"  9"   6"   3 "   0"
                            w   w   w   w   w   w   w    w   w   w   w   w   w   w
                   33°.0'.1 8 " �   •   -- �--�-----  -  -  -  -+-...... ----.   I   •   •   •
                                                                        Aligned area
                                                                         of interest
                   33°.0'.1 5 " """   •                                  •   •   •


                       '
                   33°.0 . 1 2 " N
                           •    •                                        •   •   •

                   33°.0'.9" N  •   •                                    •   •   •
                                                                      Area of interest

                   33°.0'.6" N  •   •                                    •   •   •


                           •    •                                    I   •   •   •
               FIGURE 3.1.4.1.1  Prediction a rea and a ligned a rea of in terest.
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