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Wave structure function of an underwater optical Gaussian beam including attenuation.

Created on 13 Oct 2026

Authors

Shideh Tayebnaimi, Kamran Kiasaleh

Published in

Journal of the Optical Society of America. A, Optics, image science, and vision. Volume 43. Issue 7. Pages 1116-1124. Jul 01, 2026.

Abstract

This paper presents a closed-form analytical derivation of the wave structure function (WSF) for an underwater optical Gaussian beam propagating through oceanic turbulence with attenuation caused by absorption and scattering. Using the extended first-order Rytov approximation together with the oceanic turbulence optical power spectrum (OTOPS) model, attenuation is incorporated into the propagation path integral, leading to compact hypergeometric-function solutions. Numerical results show that, at a propagation distance of 20 m, the Gaussian-beam WSF increases by 32.08%, 52.61%, and 65.33% for wavelengths of 400, 450, and 532 nm, respectively, when compared with no-attenuation scenarios, while at 40 m, these values increase to 55.76%, 80.36%, and 90.51%. These results demonstrate that attenuation significantly modifies the effective weighting of turbulence-induced phase perturbations as propagation distance increases, with shorter wavelengths exhibiting stronger proportional growth in the predicted WSF. The proposed model extends existing turbulence-only formulations and provides a unified analytical framework for underwater optical wireless communication systems under combined turbulence and attenuation effects.

PMID:
42863041
Bibliographic data and abstract were imported from PubMed on 13 Oct 2026.

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