Effect of propagation on pulsed four-wave mixing

P. Weisman; A. D. Wilson-Gordon; H. Friedmann

Effect of propagation on pulsed four-wave mixing

P. Weisman, A. D. Wilson-Gordon, H. Friedmann

Department of Chemistry

Bar-Ilan University

Research output: Contribution to conference › Paper › peer-review

Abstract

The effect of propagation on the four-wave mixing spectrum for moderately long optical pathlengths was analyzed. The Maxwell-Bloch equations for an arbitrarily intense pump pulse and a weak probe were numerically solved. The semilog plot of the FWM intensity versus the pump-probe time delay was shown to deviate from linearity and may even change the sign of its slope for a range of values of the pump probe time delay as the propagation proceeds.

Original language	English
Pages	42
Number of pages	1
State	Published - 2000
Event	2000 International Quantum Electronics Conference (IQEC 2000) - Nice, France Duration: 10 Sep 2000 → 15 Sep 2000

Conference

Conference	2000 International Quantum Electronics Conference (IQEC 2000)
City	Nice, France
Period	10/09/00 → 15/09/00

Cite this

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title = "Effect of propagation on pulsed four-wave mixing",

abstract = "The effect of propagation on the four-wave mixing spectrum for moderately long optical pathlengths was analyzed. The Maxwell-Bloch equations for an arbitrarily intense pump pulse and a weak probe were numerically solved. The semilog plot of the FWM intensity versus the pump-probe time delay was shown to deviate from linearity and may even change the sign of its slope for a range of values of the pump probe time delay as the propagation proceeds.",

author = "P. Weisman and Wilson-Gordon, {A. D.} and H. Friedmann",

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T1 - Effect of propagation on pulsed four-wave mixing

AU - Weisman, P.

AU - Wilson-Gordon, A. D.

AU - Friedmann, H.

PY - 2000

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N2 - The effect of propagation on the four-wave mixing spectrum for moderately long optical pathlengths was analyzed. The Maxwell-Bloch equations for an arbitrarily intense pump pulse and a weak probe were numerically solved. The semilog plot of the FWM intensity versus the pump-probe time delay was shown to deviate from linearity and may even change the sign of its slope for a range of values of the pump probe time delay as the propagation proceeds.

AB - The effect of propagation on the four-wave mixing spectrum for moderately long optical pathlengths was analyzed. The Maxwell-Bloch equations for an arbitrarily intense pump pulse and a weak probe were numerically solved. The semilog plot of the FWM intensity versus the pump-probe time delay was shown to deviate from linearity and may even change the sign of its slope for a range of values of the pump probe time delay as the propagation proceeds.

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T2 - 2000 International Quantum Electronics Conference (IQEC 2000)

Y2 - 10 September 2000 through 15 September 2000

ER -

Effect of propagation on pulsed four-wave mixing

Abstract

Conference

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