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Beams With Arbitrary Field Profiles in Turbulence - Art. No. 652209

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2006

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Spie-int Soc Optical Engineering

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Abstract

Characteristics of optical beam incidences that have arbitrary field profiles are examined when they propagate in the turbulent atmosphere. Arbitrary source field profile is introduced by decomposing the source into incremental areas and the received field in the presence of turbulence is expressed as the summation of the fields originating from each incremental area. Intensity moments such as average intensity and the scintillation index in turbulence are formulated under such excitation. Our results correctly reduce to the well established Gaussian beam wave solutions when the arbitrary source beam is taken as the Gaussian field profile. Naturally, all the beam structures such as the higher-order single-mode, multimode, off-axis Hermite-Gaussian, Hermite-sinusoidal-Gaussian, higher-order annular, flat-topped-Gaussian beams form the special cases of our derivation. Numerical results that cover the scintillations in turbulence for various types of arbitrary beam profiles are presented. Our results for the arbitrary source field profiles can be applied in atmospheric optics telecommunication links where combination of several known beams are employed as incidence in an effort to reduce the degrading effects of turbulence. Also in the problems of reflection from rough surfaces, propagation of spatially partially coherent optical beams or double passage imaging in turbulence, our formulation can be utilized.

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Keywords

Atmospheric Turbulence, Atmospheric Optics Telecommunication Links, Scintillations, Arbitrary Field Beams

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Citation

Baykal, Yahya, "Beams with arbitrary field profiles in turbulence - art. no. 652209", Thirteenth Joint International Symposium on Atmospheric and Ocean Optics/Atmospheric Physics, Vol.6522, pp.52209-52209, (2006).

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1

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13th Joint International Symposium on Atmospheric and Ocean Optics/Atmospheric Physics -- JUL 02-07, 2006 -- Tomsk, RUSSIA

Volume

6522

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Start Page

52209

End Page

52209
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