4 results match your criteria: "International Institute for Nonlinear Studies[Affiliation]"

Regimes of feedback-controlled beam coupling.

Phys Rev E Stat Nonlin Soft Matter Phys

July 2005

International Institute for Nonlinear Studies, Institute of Automation and Electrometry, Russian Academy of Sciences, Koptyug Avenue 1, 630090 Novosibirsk, Russia.

The introduction of certain electronic feedback loops into photorefractive wave-coupling schemes makes them noise free and leads to dramatic changes of the whole nonlinear behavior. The familiar steady states can be transformed into periodic states that are characterized by ultimately high and low values of the diffraction efficiency eta of the recorded index grating or into quasisteady states with small values of eta. These transformations possess thresholds with respect to controllable experimental parameters like the coupling strength and the input intensity ratio.

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We develop the idea of critical enhancement of the photorefractive response near the threshold of parametric excitation of space-charge waves (the spatial subharmonics) taking into account the vectorial character of beam coupling and a fairly strong broadening of the nonlinear resonance owing to light absorption. The results of our calculations are a description of the measurable characteristics of critical enhancement and optimization of the experimental conditions for detection of anomalously high amplification gain factors in cubic Bi(12)SiO(20) crystals.

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Theory of photorefractive vectorial wave coupling in cubic crystals.

Phys Rev E Stat Phys Plasmas Fluids Relat Interdiscip Topics

September 1999

International Institute for Nonlinear Studies, Siberian Branch, Koptyg Prospect 1, 630090 Novosibirsk, Russia.

We present an analytical theory of vectorial wave coupling in photorefractive cubic crystals which are, in general, optically active. The theory is based on the systematic use of the spatial symmetry properties and the apparatus of the Pauli operators to deal with two-dimensional vectors and matrices. It allows one to give a unified description of a wide spectrum of photorefractive phenomena, including the efficiency and polarization properties of Bragg diffraction, polarization two-beam coupling enhanced by ac fields, the influence of the photoelastic effect, etc.

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We show that a hybridization of the optical and material nonlinearities takes place near the threshold of the subharmonic generation in photorefractive crystals. It results in a critical (with a singularity) enhancement of the rate of spatial amplification of light waves and leads to a variety of new optical critical phenomena.

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