Optical-Wavelength Paramagnetic Phaser (Lecture Notes). Section 3.1. Nonlinear Balance Equations of Motion
Optics
2010-01-14 v1 Other Condensed Matter
Chaotic Dynamics
Abstract
In this work I present a detailed description of the simplest nonlinear model for an optical wavelength paramagnetic phaser, which is an acoustic analog of the class-B lasers. Despite of its simplicity, this model gives a satisfactory explanation of experimental data for optical-wavelength paramagnetic phasers based on high-quality acoustic Fabry-Perot resonators. In particular, this model was successfully used both for qualitative and quantitative interpretation of deterministic chaotic motions observed in spin-phonon system of a nonautonomous ruby phasers at liquid helium temperatures (see arXiv:0704.0123v1 [nlin.CD]).
Cite
@article{arxiv.1001.1868,
title = {Optical-Wavelength Paramagnetic Phaser (Lecture Notes). Section 3.1. Nonlinear Balance Equations of Motion},
author = {D. N. Makovetskii},
journal= {arXiv preprint arXiv:1001.1868},
year = {2010}
}
Comments
14 pages. This is a section of my work on chaotic dynamics in solid-state dissipative optical-wavelength systems