Expand this Topic clickable element to expand a topic
Skip to content
Optica Publishing Group

Evaluating laser beam propagation in a turbulent medium with an inhomogeneous background using the path integral technique

Open Access Open Access

Abstract

The path integral technique has proved useful for evaluating wave propagation in turbulent media. In this research, this technique is introduced to a turbulent medium with an inhomogeneous background. Here the stationary path is a curved ray and can be computed by using the method of ray tracing. The average intensity of a Gaussian laser beam is evaluated. In using the path integral technique, the propagation axis is defined to be in the launching direction of the laser beam. Therefore, the background refractive index may vary along the axis. A quadratic refractive-index profile for the inhomogeneous background is assumed. Also, the strength of turbulence fluctuation is assumed to be a function of position. The theory developed can be used for the problems of laser beam propagation in a turbulent atmosphere. The results show that the beam in the receiving plane becomes asymmetric. The factor of curved earth surface is included whenever it is necessary.

© 1987 Optical Society of America

PDF Article
More Like This
Vortex stabilization of the direction of laser beam propagation in randomly inhomogeneous medium

Valerii P. Aksenov, Valeriy V. Kolosov, and Cheslav E. Pogutsa
PW1E.2 Propagation Through and Characterization of Distributed Volume Turbulence (pcAOP) 2014

Optimization of Turbulence Phase Screen Distribution for Wave-Optics Analysis of Laser Beam Propagation over Extended-Range Atmospheric Paths

Artem M. Vorontsov, Svetlana L. Lachinova, and Mikhail A. Vorontsov
JW5B.5 3D Image Acquisition and Display: Technology, Perception and Applications (3D) 2020

Select as filters


Select Topics Cancel
© Copyright 2024 | Optica Publishing Group. All rights reserved, including rights for text and data mining and training of artificial technologies or similar technologies.