Generalized Theory of Nonlinear Susceptibilities and Linear Electrooptic Coefficients Based on a Three-Dimensional Anharmonic Oscillator Model
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概要
- 論文の詳細を見る
First-order nonlinear susceptibilities are treated theoreticaly, and a conventional one-dimensional anharmonic oscillator (AHO) model based on the shell model is extended to the three-dimensional model. The potential on this model includes anharmonic terms of the form A_<kim>q_<ik>q_<il>q_<im>+B_<klm>q_<ik>q_<il>q_<em>+C_<klm>q_<ik>q_<el>q_<em>+D_<klm>q_<ek>q_<el>q_<em> where q_<ix>, q_<ex> are the α-th components of q_i, q_e, which are the ionic and electronic configurational coordinates, respectively. A_<klm>, B_<klm>, C_<klm> and D_<klm> are anharmonic potential coefficients, which are considered to be components of third-rank tensors. Various nonlinear optical effects in crystals with arbitrary crystal structures can be treated by this extended theory. As an example, despersion formulas of first-order nonlinear susceptibilities in wurtzite-type crystals are derived for sum-frequency generation, electro-optic effect and second harmonic generation.
- 社団法人応用物理学会の論文
- 1973-02-05
著者
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Tada Kunio
Department Of Electronic Engineering Faculty Of Engineering The University Of Tokyo
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SUGIE Mamoru
Department of Electronic Engineering, Faculty of Engineering, University of Tokyo
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Sugie Mamoru
Department Of Electronic Engineering Faculty Of Engineering University Of Tokyo
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TADA Kunio
Department of Electronic Engineering, Faculty of Engineering, University of Tokyo
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Tada Kunio
Department of Electrical and Computer Engineering, Graduate School of Engineering, Yokohama National University, 79-5 Tokiwadai, Hodogaya-ku, Yokohama 240-8501, Japan
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