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Handbook of Propagation Effects for Vehicular and ... - Courses

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11-8<br />

<strong>Propagation</strong> <strong>Effects</strong> <strong>for</strong> <strong>Vehicular</strong> <strong>and</strong> Personal Mobile Satellite Systems<br />

ENV = -1 (Suburban/Rural)<br />

HEAD = +1 (AzVehicle - AzSatellite = 90°)<br />

FREQ = 1.8 (L-B<strong>and</strong>)<br />

SIDE = -1 (Satellite Same Side)<br />

ELEV = 45°.<br />

Substituting the above into (11-10) <strong>and</strong> (11-11), we obtain<br />

(11-17)<br />

μ = 9.<br />

5 dB , (11-18)<br />

σ = 4.<br />

33 dB . (11-19)<br />

Substituting (11-18), (11-19) <strong>and</strong> k = 1.65 (from (11-12) <strong>for</strong> PL = 95%) into (11-9) results<br />

in<br />

A = 16.5 dB <strong>for</strong> PS = 90% (11-20)<br />

The fade given by (11-20) corresponds to a large-scale probability <strong>of</strong> PL = 95% <strong>and</strong><br />

small-scale probability <strong>of</strong> PS = 90%. To convert the above to the desired small-scale<br />

probability PS = 70 %, substitute (11-20) into (11-16). Hence<br />

A = 14.5 dB <strong>for</strong> PS = 70%. (11-21)<br />

In Figure 11-1 is given a family <strong>of</strong> curves <strong>of</strong> the large-scale cumulative distributions PL<br />

<strong>for</strong> elevation angles <strong>of</strong> 20°, 30°, <strong>and</strong> 45° with small-scale probabilities <strong>of</strong> PS = 90%, 70%,<br />

<strong>and</strong> 50%. This figure corresponds to an overall driving condition as each curve<br />

represents the average <strong>of</strong> four distributions; right side <strong>of</strong> road, left side <strong>of</strong> road <strong>and</strong><br />

difference in vehicle-satellite azimuth directions <strong>of</strong> 90° <strong>and</strong> 0°. We note that PL is<br />

relatively insensitive to elevation angle but is highly sensitive to PS.

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