Page 103 - Integrated Wireless Propagation Models
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M a c r o c e l l   P r e d i c t i o n   M o d e l s -  P a r t   1 :   A r e a - t o - A r e a   M o d e l s    81


               where
                                                                         <
                      b -{  1,                                     0  dkm  2 0 km
                       -
                          1+ ( 0.14+0.000187  JMHz + 0 .00107h;)(log10(dkm/20)) 8  dkm � 20 km
               and h; in the equation of b is





               2.12.2.2  Hata-Davidson Model
               The Hata-Davidson modeP is derived from the Hata model, which was in turn based
               on the Okumura' curves, as described previously.
                  The main factors included in Hata-Davidson model are the area type (urban, suburban,
               quasi-open, and open) as well as corrections for the receiver antenna height. The model
               also includes frequency and distance corrections to extend the distance range to 300 km.
                  The Hata-Davidson model computes the basic median field strength based on the trans­
               mit antenna height measured on the HAAT rather than the topography of the entire path.
               HAAT is calculated on the undulation of terrain from a 3 to 16 km segment over the radio path.
                  The Telecommunications Industry Association recommends in its publication
               TSB-88A that the Hata-Davidson model is the modification of Hata model, which con­
               sists of the addition of correction terms:

                                                                                (2.12.2.3)
               where A(h1, dkm) and 51 (dkm) are the distance correction factors extending the range to
               300 km. They are listed below:



                   k
                  d m <  20      0                                    0
                  20 � d m < 64.38   0.62137(d,m  2 0)[0.5 +0.151og 0 ( h /121.92)]   0
                                           -
                                                            1
                                                         1
                       k
                  64.38 � d m < 300  0.62137(d m -20)[0.5 + 0.151og 1 0 ( h /121.92)]   0.17 4(d m - 64.38) 1
                                                                            k
                                                            1
                         k
                                         k
               52 is a base station antenna height correction factor extending the range of h1 values to
               2500:
               53  and 5 are frequency correction factors extending the frequency to 1500 MHz:
                      4
                                     53(/ M ) = / M  HJ250log10(1500/f M )
                                         Hz
                                                               Hz
                      54(/MHzAnJ  = [0.112log10(1500/JMHJ](dkm - 6 4.38)  for dkm > 64.38 km

          2.13   Walfisch-Bert n i   Model
                                o
               The Walfisch-Bertoni model is a physical model that addresses propagation in urban envi­
                                                                                      42
               ronments. Figure 2.13.1 illustrates the geometry used in the W a lfisch-Bertoni modeF • 5
               As shown in Fig. 2.13.1, there are four paths. The most important path is the primary path
                                                                                       2
               to the mobile that is diffracted over the tops of the buildings in the vicinity of the mobile/6• 7
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