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Optics Communications

Phase conjugation in methyl orange doped polyvinyl alcohol film by DFWM based on excited state absorption

Yanqiang Yang, Haosheng Fei, Zhenqian Wei, Qiguang Yang, Guijuan Shun, Han Li

Published Jan 1, 1996• 10 citations
Publisher
DOI
10.1016/0030-4018(95)00521-8

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Study of four-wave mixing based on excited state absorption

Xinxian Bao, Chunfei Li

Azo dye polymeric film were widely studied for real-time polarization holography and optical storage by degenerate four-wave mixing in the resonant absorption spectrum of the sample in the few past years. In this paper, we will report the experimental results of four-wave mixing based on excited-state absorption in ethyl orange doped in polyvinyl alcohol film. A He-Ne laser was used as the four-wave mixing source, and the excited light was an Ar+ beam. To explain the experimental results, a simplex four-level model of azo molecule polymeric system is built up. The dynamic process of phase conjugation signal by excited-state four- wave mixing is calculated through solving the rate equation of population in the excited-state. The theoretical analyses agree with the experimental results well. The excited-state optical storage mechanism of sample is discussed.

Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE•Oct 25, 1996•0 citations
Azo dye polymeric film were widely studied for real-time polarization holography and optical storage by degenerate four-wave mixing in the resonant absorption spectrum of the sample in the few past years. In this paper, we will report the experimental results of four-wave mixing based on excited-state absorption in ethyl orange doped in polyvinyl alcohol film. A He-Ne laser was used as the four-wave mixing source, and the excited light was an Ar+ beam. To explain the experimental results, a simplex four-level model of azo molecule polymeric system is built up. The dynamic process of phase conjugation signal by excited-state four- wave mixing is calculated through solving the rate equation of population in the excited-state. The theoretical analyses agree with the experimental results well. The excited-state optical storage mechanism of sample is discussed.