Journal of Modern Optics

Photorefractive two-wave mixing and the lambertWfunction

Henning Rehn

Published Oct 1, 1998• 5 citations

Abstract

A stationary solution for photorefractive two-wave mixing with arbitrary modulation is expressed in closed form in terms of the Lambert W function.

DOI: 10.1080/09500349808231755

Related papers

Photorefractive two-wave mixing and the Lambert W function

H. Rehn

A stationary solution for photorefractive two-wave mixing with arbitrary modulation is expressed in closed form in terms of the Lambert W function.

Journal of Modern OpticsOct 1, 19982 citations

Exact solution to photorefractive two-wave mixing with arbitrary modulation depth

Milivoj R. Belić, Dejan V. Timotijević, Milan S. Petrović +1 more

Optics CommunicationsJan 1, 199612 citations

Exact solution to photorefractive and photochromic two-wave mixing with arbitrary dependence on fringe modulation

Milivoj R. Belić

An exact solution to the slowly varying envelope wave equations for two-wave mixing with both photorefractive and photochromic gratings present and with an arbitrary dependence of the gain and absorption on the fringe modulation is obtained.

Optics LettersFeb 1, 19962 citations

Exact solution to the stationary holographic four-wave mixing in photorefractive crystals

Milivoj R. Belić, M. Lax

Optics CommunicationsDec 1, 198523 citations

Periodically phase modulated two-wave mixing in photorefractives

A. Gavrielides, Phillip R. Peterson

Optics CommunicationsJun 1, 19920 citations

Intensity dependence of stationary energy transfer in degenerate two-wave mixing in a reflection geometry with photorefractive crystals

Y. H. Ja

Optical and Quantum ElectronicsJul 1, 198511 citations