Periodic Waveforms In A Chaotic Bistable Device

Real Vallee; Claude Delisle

doi:10.1117/12.938850

14 October 1986 Periodic Waveforms In A Chaotic Bistable Device

Real Vallee, Claude Delisle

Proceedings Volume 0667, Optical Chaos; (1986) https://doi.org/10.1117/12.938850
Event: 1986 Quebec Symposium, 1986, Quebec City, Canada

Abstract

Periodic waveforms appearing within the chaotic domain of an acoustooptic bistable device are shown. The stability of the well-known frequency-locked waveforms is first discussed. New periodic waveforms are also shown which are the time-continuous counterparts of the discrete cycles predicted by the 1-D model. The results are analyzed within the framework of the linearized stability analysis of the differential-difference equation describing the system.

Citation Download Citation

Real Vallee and Claude Delisle "Periodic Waveforms In A Chaotic Bistable Device", Proc. SPIE 0667, Optical Chaos, (14 October 1986); https://doi.org/10.1117/12.938850

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