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66 C h a p t e r T w o
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2.9 CC R Model
2 . 9 . 1 Description of the Model
The CCIR (Comite Consultatif International des Radio-Communication, now ITU-R)
model takes topography into account using only statistical parameters, in contrast to
most other methods. These parameters are the effective antenna height of the transmit
1
ter and a value t;.h (as shown in Fig. 2.9. . 1) defining the degree of terrain irregularity.
This model predicts the field strength for a given terrain over an extrapolated fre
quency range of 100 to 3000 MHz, and its prediction method was conceived for land
mobile radio service with vertical polarization. A basic median attenuation is intro
duced to quasi-smooth terrain in urban areas. Some correction factors are applied for
different transmitter and receiver antenna heights and for different terrain and envi
ronmental clutter. The correction factors correspond to different effective antenna
heights and terrain irregularities as well as to isolated mountains, sloped terrain, and
open, quasi-open, or suburban areas and to different receiving antenna heights.
CCIR curves give field strengths at 900-MHz frequencies for 50 percent of locations
and 50 percent of the time in urban areas for mobile antenna heights of 1.5 m and base
1
antenna heights between 30 and 1000 m, as shown in Fig. 2.9.1.2. 5
To adjust for mobile antenna heights of 3 m instead of 1.5 m, a height-gain factor of
3 dB is suggested. Standard deviations are given as a function of distance and terrain
irregularity, assuming that propagation variations with location and time are character
ized in decibels by the Gaussian distribution. Treatment of the median transmission loss
1
for frequencies near 900 MHz is based on the work of Okumura et al. 4 stated in Sec. 2.12.
Definition of he11
0 3 km 15 km
Okumura, CCIR
Definition of Ml
T T
10%
90%
Okumura CCIR
FIGURE 2.9.1.1 Defin i tion of the effective transmitter antenna height h•" and the parameter of
a
the terr i n irregularity !lh according to CCIR and Okumura et al.14