1978
DOI: 10.1029/rs013i003p00481
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Path diversity for earth‐space communication links

Abstract: This paper contains the results of a radar study of path diversity performance on simulated earth‐space communication links in the presence of rainfall. The McGiIl University 3 GHz radar was used to obtain three‐dimensional fields of radar reflectivity. The radar reflectivities measured at resolution cells along the propagation paths of interest were converted to specific attenuation and these values of specific attenuation were then summed to yield the total path attenuation. This procedure was repeated along… Show more

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Cited by 17 publications
(10 citation statements)
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“…It remains a challenge to precisely find a dominating weather direction for the purpose of improved rain correlation modeling. Early work utilizing radar data indicates little dependency on site alignment [ Goldhirsh , ] or some with orientation of elongated rain cells [ Hodge , ]. A more recent study by Luini et al .…”
Section: Discussionmentioning
confidence: 99%
“…It remains a challenge to precisely find a dominating weather direction for the purpose of improved rain correlation modeling. Early work utilizing radar data indicates little dependency on site alignment [ Goldhirsh , ] or some with orientation of elongated rain cells [ Hodge , ]. A more recent study by Luini et al .…”
Section: Discussionmentioning
confidence: 99%
“…Otherwise, as is the case for long baseline separations [8], one uses an average over the M sites as if it were a single site A S [9]; that is…”
Section: Diversity Gain Concepts and Calculationsmentioning
confidence: 99%
“… Hodge [1978] defined a useful parameter for quantifying system performance relative to long‐term probabilities, the absolute diversity gain G ( P ) = A 0 ( P ) − A N ( P ), where A 0 ( P ) is the attenuation (in dB) exceeded on the single radio link at a given probability level P and A N ( P ) is the attenuation exceeded in the N sites diversity configuration (i.e., it is the minimum attenuation experienced by any link in the cluster) at the same probability level. For the definition of these two quantities, it is always true that A 0 ( P ) ≥ A N ( P ).…”
Section: Statistics Of Attenuationmentioning
confidence: 99%
“…For the definition of these two quantities, it is always true that A 0 ( P ) ≥ A N ( P ). To compare the performance of two different configurations (say, configurations A and B), we define here the relative diversity gain g ( P ) as The two configurations can differ for the number of Earth stations and/or their disposition on the ground; note that this definition of relative diversity gain is different from that given by Hodge [1978].…”
Section: Statistics Of Attenuationmentioning
confidence: 99%