Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Springer series in optical sciences/SPringer series in optical sciences

Diffraction and Four-Wave Mixing Theory

Hans Joachim Eichler, Peter Günter, Dieter Pohl

Published Jan 1, 1986• 8 citations
Publisher
DOI
10.1007/978-3-540-39662-8_4

Related papers

Diffraction and Interference

Steven Beeson, James W. Mayer

Springer eBooks•Oct 20, 2007•3 citations

Effect of diffraction on squeezing in backward four-wave mixing

Božena Sobolewska, Jan Mostowski

A three-dimensional theory of four-wave mixing is presented. It is found that diffraction during the propagation of the probe waves has unexpected effects on the conditions for squeezed-state generation.

Journal of the Optical Society of America B•Oct 1, 1989•0 citations

Interference and Diffraction – A New Theory

Bayyarapu Prasada Rao

International Journal of Applied Physics and Mathematics•Jan 1, 2013•0 citations

Effects of coherent polarization interactions on time-resolved degenerate four-wave mixing

Karl Leo, Martin Wegener, J. Shah +5 more

We report the first observation of coherent polarization interactions in dense media in time-resolved degenerate four-wave mixing in semiconductors. For near-resonant ultrashort-optical-pulse excitation, these interactions lead to a diffracted signal at negative delay times, with a slope half that for positive delay times. At higher intensities, two temporal maxima appear in the diffracted signal, in agreement with many-body theory.

Physical Review Letters•Sep 1, 1990•296 citations

Interference and Diffraction

Thomas D. Rossing, Christopher J. Chiaverina

Springer eBooks•Jan 1, 2019•1 citation

Saturation behavior of resonant degenerate four-wave and multiwave mixing in the Doppler-broadened regime: Experimental analysis on a low-pressure Ne discharge

S. Le Boiteux, Pierre Simoneau, Daniel Bloch +2 more

In this paper, we present a detailed analysis of saturation effects in resonant degenerate four-wave mixing (phase conjugation) or multiwave mixing (high-order diffraction on an optically induced grating). The experiments are performed in a low-pressure Ne discharge in the Doppler-broadened regime, both on an "ideal" two- or three-level system (1s_{4}(J = 1) - 2p_{3}(J = 0)) or on a degenerate multi-level system (1s_{5}(J = 2) - 2p_{9}(J = 3)). The saturation effects appearing when both pump beams are intense are studied, and a very good agreement is found with the previously developed theory [8]. It is demonstrated that there is an absolute maximum to the phase-conjugate reflectivity, and various effects on the lineshape (splitting, linewidth, etc.) are investigated. The effects produced by the Gaussian nature of the incident beams are analyzed in order to interpret some of the discrepancies between theory and experiment. Several new theoretical results for high-order diffraction are also presented, and compared with the experiments. The possibility of dealing with the saturation effects in four-wave mixing when all three incident fields are saturating appears as a consequence of these studies on multiwave mixing. Notably discussed are the case of an intense diffracting field, and of intense grating fields, whose intensity may be unbalanced. Finally, the polarization selection rules for high-order diffraction experiments are established.

IEEE Journal of Quantum Electronics•Aug 1, 1986•34 citations
In this paper, we present a detailed analysis of saturation effects in resonant degenerate four-wave mixing (phase conjugation) or multiwave mixing (high-order diffraction on an optically induced grating). The experiments are performed in a low-pressure Ne discharge in the Doppler-broadened regime, both on an "ideal" two- or three-level system (1s_{4}(J = 1) - 2p_{3}(J = 0)) or on a degenerate multi-level system (1s_{5}(J = 2) - 2p_{9}(J = 3)). The saturation effects appearing when both pump beams are intense are studied, and a very good agreement is found with the previously developed theory [8]. It is demonstrated that there is an absolute maximum to the phase-conjugate reflectivity, and various effects on the lineshape (splitting, linewidth, etc.) are investigated. The effects produced by the Gaussian nature of the incident beams are analyzed in order to interpret some of the discrepancies between theory and experiment. Several new theoretical results for high-order diffraction are also presented, and compared with the experiments. The possibility of dealing with the saturation effects in four-wave mixing when all three incident fields are saturating appears as a consequence of these studies on multiwave mixing. Notably discussed are the case of an intense diffracting field, and of intense grating fields, whose intensity may be unbalanced. Finally, the polarization selection rules for high-order diffraction experiments are established.