Self-adaptive resonators

Eric Rosas; Vicente Aboites; Michael J. Damzen

doi:10.1117/12.334844

28 December 1998 Self-adaptive resonators

Eric Rosas, Vicente Aboites, Michael J. Damzen

Proceedings Volume 3684, Laser Optics '98: Nonlinear and Coherent Optics; (1998) https://doi.org/10.1117/12.334844
Event: Laser Optics '98, 1998, St. Petersburg, Russian Federation

Abstract

We present a spatial mode analysis of a self-adaptive holographic laser oscillator formed by a non-linear medium in a self-intersecting loop geometry incorporating additional intracavity elements and a feedback mirror acting as output coupler. We use an ABCD transfer matrix approach for cavity elements as well as the four-wave mixing in the nonlinear medium and demonstrate transient evolution as well as self-consistent steady-state solutions for the fundamental mode configuration. We find the transient case evolves to the self-consistent solution if one exists. We show the effects of intracavity lens focal length and position in cavity, as well as the finite transverse dimensions of the nonlinear medium, on the size of the self- consistent mode to find regimes for large mode size, good phase conjugate quality and low loss operation.

Citation Download Citation

Eric Rosas, Vicente Aboites, and Michael J. Damzen "Self-adaptive resonators", Proc. SPIE 3684, Laser Optics '98: Nonlinear and Coherent Optics, (28 December 1998); https://doi.org/10.1117/12.334844

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