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Proceedings Paper

Dispersive optical bistability in unidirectional ring cavity
Author(s): Fedor Srobar
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Paper Abstract

The mathematical models of dispersive optical bistability in unidirectional ring cavity yield the transmitted intensity It as a function of the input intensity Iin with additional parameters (mirror reflectivity R and phase shift β). There are two feedback elements in this description: the energy (and, hence, also causal) feedback quantified by R and the purely causal feedback given by dependence of the phase shift on the transmitted power, β=β02It. The apparatus of causal diagrams method is used to represent and analyze phenomena in the ring cavity. The region of physically unstable states is marked by the condition tloop>1, where tloop is the transmission function of the feedback loop ItβIinIt present in the diagram. Besides the critical points defined by tloop=1 (which are linked to the existence of bistability), there are two conditions marked by tloop=0 in which the cavity state is insensitive to the values of R.

Paper Details

Date Published: 8 July 2003
PDF: 6 pages
Proc. SPIE 5036, Photonics, Devices, and Systems II, (8 July 2003); doi: 10.1117/12.498518
Show Author Affiliations
Fedor Srobar, Institute of Radio Engineering and Electronics (Czech Republic)


Published in SPIE Proceedings Vol. 5036:
Photonics, Devices, and Systems II
Miroslav Hrabovsky; Dagmar Senderakova; Pavel Tomanek, Editor(s)

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