Transverse Solitary Waves in a Dispersive Ring Bistable Cavity Containing a Saturable Nonlinearity
Stationary and nonstationary transverse solitary waves can gradually evolve when the incident Gaussian beam amplitude exceeds threshold for switching to the high transmission branch of a bistable ring cavity. The number of transverse solitary waves scales as the square root of the effective Fresnel number and as the incident laser amplitude. Predictions from an independent theory give quantitative agreement with the numerical computations.
KeywordsSolitary Wave Central Peak Nonlinear Medium Saturable Nonlinearity Fresnel Number
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- 3.D.W. McLaughlin, J.V. Moloney and A.C. Newell, to be published.Google Scholar