1974
DOI: 10.1364/ao.13.002397
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Optical Antenna Gain 2: Receiving Antennas

Abstract: Expressions are derived for the gain of a centrally obscured, circular optical antenna when used as the collecting and focusing optics in a laser receiver which include losses due to (1) blockage of the incoming light by the central obscuration, (2) the spillover of energy at the detector, and (3) the effect of local oscillator distribution in the case of heterodyne or homodyne detection. Numerical results are presented for direct detection and for three types of local oscillator distributions (uniform, Gaussi… Show more

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Cited by 72 publications
(29 citation statements)
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“…In the present calculation, we assume that the signal source is sufficiently far away so that plane waves impinge on the receiver aperture. The receiver gain is written as [7] ( ) = 10 log + 10 log(1 − ) + 10log This on-axis receiving efficiency for optimized focused eccentric-pupil Cassegrain antenna system ( 2 = 150 , = 0, = 1, = 0) is plotted in figure 9. When = 830 , the receiving antenna gain is 121dB.…”
Section: Optical Antenna In Axis Alignment Situation Gain Analysismentioning
confidence: 99%
“…In the present calculation, we assume that the signal source is sufficiently far away so that plane waves impinge on the receiver aperture. The receiver gain is written as [7] ( ) = 10 log + 10 log(1 − ) + 10log This on-axis receiving efficiency for optimized focused eccentric-pupil Cassegrain antenna system ( 2 = 150 , = 0, = 1, = 0) is plotted in figure 9. When = 830 , the receiving antenna gain is 121dB.…”
Section: Optical Antenna In Axis Alignment Situation Gain Analysismentioning
confidence: 99%
“…Other features will be addressed in sequel. In general, the present work adopts those assumptions and conditions typically recognized in the WOC literature (e.g., [2,4,5]). …”
Section: System Modelmentioning
confidence: 99%
“…For the case of the Gaussian beam, the transmitter telescope gain is G T ≈ (2πW T /λ) 2 , where Wis the rms width of the Gaussian intensity distribution over the transmitter aperture [1], and the transmitter pointing loss factor is L T (G T , Â)=exp(−G T Â 2 ). The receiver telescope gain can be expressed as [9]: G R ≈ (πD R /λ) 2 . In the case of the receiver telescope with a sufficiently wide field of view, the receiver pointing loss factor is L R (G R , Γ) ≈ 1 [1].…”
Section: System Modelmentioning
confidence: 99%