2009
DOI: 10.1364/ao.48.002290
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Atmospheric occultation of optical intersatellite links: coherence loss and related parameters

Abstract: The Rytov theory is applied to find the wave structure function of a laser beam transmitted from one satellite to another and propagating through the turbulent atmosphere. The phase-screen approximation is used. Taking into account refractive-index anisotropy, outer scale, and atmospheric mean-refraction defocusing, we provide expressions of the wave structure function for a spherical wave. The width and time of coherence at the receiver are evaluated. Expression for the beam spread is found using the extended… Show more

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Cited by 8 publications
(5 citation statements)
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“…The constant low level of corrections at earlier times is most likely to be attributed to combined micro vibrations of ARTEMIS and OICETS; the atmospheric effects lead immediately to strong signal variations and saturation of the mechanism. Angle of arrival errors start to increase later at the ARTEMIS side than at the OICETS side but as mentioned the effects are immediately strong (Perlot, 2009). A closer look at the data reveals a small gradual increase of the average corrections applied (red line in the plots) but interrupted by numerous saturation events.…”
Section: Link Experimentsmentioning
confidence: 65%
“…The constant low level of corrections at earlier times is most likely to be attributed to combined micro vibrations of ARTEMIS and OICETS; the atmospheric effects lead immediately to strong signal variations and saturation of the mechanism. Angle of arrival errors start to increase later at the ARTEMIS side than at the OICETS side but as mentioned the effects are immediately strong (Perlot, 2009). A closer look at the data reveals a small gradual increase of the average corrections applied (red line in the plots) but interrupted by numerous saturation events.…”
Section: Link Experimentsmentioning
confidence: 65%
“…The turbulence strength is characterized by the Fried parameter r 0 cm (Fried, 1965), which is defined as the required aperture diameter to resolve atmospheric turbulence. Perlot (2009) describes the 5/7 Hufnagel-Valley model (HV 5/7 ) we use for a typical atmospheric turbulence vertical profile. Thomas et al (2006) describe the effect of turbulence based on an empirical parameter K, the window size, Fried parameter, and aperture diameter.…”
Section: Measurement Errormentioning
confidence: 99%
“…The turbulence strength is characterized by the Fried parameter r 0 cm (Fried, 1965), which is defined as the required aperture diameter to resolve atmospheric turbulence. Perlot (2009) describes the 5/7 Hufnagel-Valley model (HV 5/7 ) we use for a typical atmospheric turbulence vertical profile. Thomas et al (2006) describes the effect of turbulence based on an empirical parameter K, the window size, Fried parameter, and aperture diameter.…”
Section: Measurement Errormentioning
confidence: 99%