Refractive index changes induced by sheet beams with various intensity distributions in LiNbO3:Fe crystal

According to the Kukhtarev equations and a simplified model based on the photovoltaic charge carriers transport mechanism, the distributions of the index changes (DICs) in LiNbO3:Fe crystals induced by sheet beams with various intensity profiles are theoretically analyzed. The numerically simulated...

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Bibliographic Details
Published in:Science China. Physics, mechanics & astronomy mechanics & astronomy, 2005-08, Vol.48 (4), p.399-412
Main Author: Zhang, Peng
Format: Article
Language:English
Subjects:
Crystals
Current carriers
Data points
Defocusing
Exact solutions
Gaussian beams (optics)
Light intensity
Lithium niobates
Luminous intensity
Mathematical analysis
Mathematical models
Photovoltaics
Refractivity
Simulation
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Summary:According to the Kukhtarev equations and a simplified model based on the photovoltaic charge carriers transport mechanism, the distributions of the index changes (DICs) in LiNbO3:Fe crystals induced by sheet beams with various intensity profiles are theoretically analyzed. The numerically simulated results coincide with the analytic expressions deduced from the simplified model. The DICs in a LiNbO3:Fe crystal induced by sheet beams with rectangular, Gaussian and square law profiles are measured by using the interferometric method. By employing the analytic expressions, the experimental data points are well fitted. By utilizing the angular spectrum theory and the ray equation, the uniformities of the intensity profiles of the writing beams along the propagation directions and the influences of the self-defocusing effect of the crystal are numerically simulated, respectively. The results show that the experimental results are reliable. The numerically simulated method and the analytic expressions can be both employed to predict the DICs induced by sheet beams with various light intensity profiles. Furthermore, utilizing writing beams with proper intensity profiles, any desired index distributions could be obtained.
ISSN:1672-1799
1674-7348
1869-1927
DOI:10.1360/142004-57