Averaged-equations model for double-phase-conjugation dynamics

P. N. Nikiforov; Ivan V. Murashko; V. Yu. Petrun'kin; Igor A. Vodovatov; H. V. Mokrushina

doi:10.1117/12.418841

15 March 2001 Averaged-equations model for double-phase-conjugation dynamics

P. N. Nikiforov, Ivan V. Murashko, V. Yu. Petrun'kin, Igor A. Vodovatov, H. V. Mokrushina

Proceedings Volume 4358, Optics of Crystals; (2001) https://doi.org/10.1117/12.418841
Event: Optics of Crystals, 2000, Mozyr, Belarus

Abstract

A statistical approach for the derivation of the phase conjugation dynamics is presented. For the optical scheme of the Double Phase Conjugate Mirror (DPCM) using Bi₁₂TiO₂₀ (BTO) and Bi₁₂SiO₂₀(BSO) crystals, comparison of our experimental data with the model calculations is given.

Citation Download Citation

P. N. Nikiforov, Ivan V. Murashko, V. Yu. Petrun'kin, Igor A. Vodovatov, and H. V. Mokrushina "Averaged-equations model for double-phase-conjugation dynamics", Proc. SPIE 4358, Optics of Crystals, (15 March 2001); https://doi.org/10.1117/12.418841

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