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Optical soliton solutions to Biswas–Arshed model with truncated M-fractional derivative
, 2020In this article, the Biswas–Arshed model (BAM) with truncated M-fractional derivative is assumed to secure its different new optical soliton solutions.
A. Zafar, A. Bekir, M. Raheel, W. Razzaq
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Interchannel interaction of optical solitons
Physical Review E, 2003We study interaction between two solitons from different frequency channels propagating in an optical fiber. The interaction may be viewed as an inelastic collision, in which energy is lost to continuous radiation due to small but finite third order dispersion.
Avner, Peleg +2 more
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Chiral effects on optical solitons
Mathematics and Computers in Simulation, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
H. Torres-Silva, M. Zamorano
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1992
This book describes both the theoretical and experimental aspects of optical soliton generation, soliton properties and the application of optical solitons to all-optical high-bit-rate communications. Only temporal optical solitons in fibres are considered.
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This book describes both the theoretical and experimental aspects of optical soliton generation, soliton properties and the application of optical solitons to all-optical high-bit-rate communications. Only temporal optical solitons in fibres are considered.
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Solitons in optical fibres and the soliton laser
Philosophical Transactions of the Royal Society of London. Series A, Mathematical and Physical Sciences, 1985Abstract In this paper, I describe both fundamental and higher-order solitons in optical fibres, their remarkable properties, and the first experimental observation of them. It will be shown that such solitons are easily created and, once formed, are quite stable in the one-dimensional world of single-mode fibres.
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