2009
DOI: 10.1109/twc.2009.080076
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Error performance of coded FSO links in turbulent atmosphere modeled by gamma-gamma distributions

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Cited by 100 publications
(39 citation statements)
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“…This results also has been shown by W. Gapmair et al [14], gamma-gamma is appropriate in measurement of heavy turbulence. Jaedon Park et al [14], also have achieved results that gamma-gamma was suitable in measuring the moderate-strong turbulence. J. Perez [16] also have reported that in controled medium turbulence the results of strong turbulence at 10 -6 .…”
Section: Performances Of Free-space Optical Communication Systemsupporting
confidence: 85%
“…This results also has been shown by W. Gapmair et al [14], gamma-gamma is appropriate in measurement of heavy turbulence. Jaedon Park et al [14], also have achieved results that gamma-gamma was suitable in measuring the moderate-strong turbulence. J. Perez [16] also have reported that in controled medium turbulence the results of strong turbulence at 10 -6 .…”
Section: Performances Of Free-space Optical Communication Systemsupporting
confidence: 85%
“…Therefore, taking the detector noise and channel turbulence into account, the bit error rate on the receiving terminal of OOK can be calculated by   (0) (e|0) (1) (e|1) e P p p p p [9,10]. Where, p(0) and p(1)are the probability of transmitting 1 and 0 respectively.…”
Section: Ber Under Atmospheric Turbulencementioning
confidence: 99%
“…Besides multiple photo detectors, error correction coding has been also proposed to improve link performance limited by strong turbulence fading [26,27]. [28,29].…”
Section: Performance Of Turbo Coding With Rx Diversitymentioning
confidence: 99%
“…From Table 1, for each interleaver, there is a pair of maximum free distance and minimum information bit multiplicity for which error floor performance of turbo code will be optimum for that particular length of interleaver. Consequently, d free and w free of (27) and (28) Now, average bit error rate for present system with receiver diversity and turbo coding can be found by integrating (27) and (28) over PDF of CINR proposed in (19). Consequently, the following two equations are found for unconditional bit error rate, and they will be evaluated by means of numerical integration: …”
Section: Performance Of Turbo Coding With Rx Diversitymentioning
confidence: 99%