Stability Analysis for Solitons in Planar Waveguides, Fibres and Couplers using Hamiltonian Concepts
The use of Hamiltonian-versus-energy (HVE) curves for localised optical soliton solutions is a powerful method for studying systems with an infinite number of degrees of freedom. These curves are useful for analysing the range of existence and stability of solitons. Detailed analysis of HVE curves and their special points are given. The authors illustrate their conclusions with several new examples which show the usefulness of the concept. The main example is related to non-Kerr-type solitons...[Show more]
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|Source:||IEE Proceedings - Optoelectronics|
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