1999
DOI: 10.1364/ol.24.000890
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Experiments on chaos synchronization in two separate microchip lasers

Abstract: Synchronization of chaos generated in two Nd:YVO(4) microchip lasers is experimentally demonstrated with master-slave coupling schemes. For synchronization of chaos, precise locking of the sustained relaxation-oscillation frequency is required, as is optical frequency locking. One needs to match both the pump-modulation parameters for chaos generation and the laser parameters of the two lasers to generate perfectly synchronized chaotic spectra in the master-slave type I coupling scheme.

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Cited by 41 publications
(15 citation statements)
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“…The present system is more complicated than a simple pump [5,12] or loss modulation and in fact the experimental results are different from those in [5,12]. This may result from the self-mixing feedback effect which we have explained above.…”
mentioning
confidence: 70%
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“…The present system is more complicated than a simple pump [5,12] or loss modulation and in fact the experimental results are different from those in [5,12]. This may result from the self-mixing feedback effect which we have explained above.…”
mentioning
confidence: 70%
“…The clock timing of information bits is typically a key factor in a communication system, so, a termination of phase diffusion is crucial in an application to encoded communication. Although chaos synchronization has been demonstrated in electronic systems [2,9], including single-chip systems [10] as well as laser systems [3,5,11,12], the role of phase in chaos synchronization has not yet been clarified and more experimental schemes are desired to find potential applications to signal processings.…”
mentioning
confidence: 99%
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“…By using the synchronization of optical chaos the available bandwidth can be extended up to 0375 hundreds of megahertz. Information encoding and decoding was studied in semiconductor lasers [31,32], solid state lasers [33], fiber-ring lasers [34] and in microchip lasers [35]. Quality of message encoding and decoding also depends on the choice of coupling scheme between the transmitter and the receiver laser systems.…”
Section: Introductionmentioning
confidence: 99%
“…Nonlinear dynamics in Optics (laser dynamics, large delay optical or optoelectronic cavities) were well known for their ability to produce high complexity dynamics. Different groups revisited independently various such optical systems for application to chaos encryption systems, from the theoretical point of view [4] (external cavity semiconductor laser), and from the experimental point of view as well [5] (synchronization of chaotic external cavity semiconductor lasers; [6], encryption/decryption with chaotic Erbium doped fiber lasers; [7], encryption/decryption with chaotic laser wavelength; [8], synchronized chaos in microchip lasers; [9], GHz synchronization between external cavity semiconductor lasers). All of these results were obtained with optical systems, due to the following reasons:…”
mentioning
confidence: 99%