Add to ORKGWe present the first detailed account of modelling pulses in Helmholtz-type nonlinear systems with both temporal and spatial dispersion. Exact analytical solitons will be reported, and their stability examined through mathematical analysis and computer simulations
A nonlinear Helmholtz equation is proposed for modelling scalar optical beams in uniform planar wave...
A vector model, fully-second-order in both space and time, is proposed for coupled electromagnetic ...
The simultaneous propagation of two spatially-overlapping and differently-coloured laser beams (e.g....
We propose a novel nonlinear Helmholtz equation for modelling pulses in optical waveguides. Exact an...
Temporal solitons are robust self-localizing pulses that play a pivotal role in modern understanding...
The slowly varying envelope approximation and the ensuing Galilean boost to a local time frame are n...
We explore a more complete model for describing the evolution of scalar optical pulses in generic no...
A nonlinear Helmholtz equation for optical materials with regimes of power-law type of nonlinearity ...
We propose a new model for describing the evolution of scalar optical pulses in Kerr-type waveguides...
In a recent publication, Christian et al. [Phys. Rev. Lett. vol. 108, art. no. 034101 (2012)] develo...
We propose a simple scalar model for describing pulse phenomena beyond the conventional slowly-varyi...
We report, to the best of our knowledge, the first exact analytical algebraic solitons of a generali...
Spatial optical solitons are self-localizing and self-stabilizing beams of light that propagate with...
Spatial optical solitons are self-localizing and self-stabilizing beams of light that propagate with...
We propose a new model for describing the evolution of scalar optical pulses in Kerr-type planar wav...
A nonlinear Helmholtz equation is proposed for modelling scalar optical beams in uniform planar wave...
A vector model, fully-second-order in both space and time, is proposed for coupled electromagnetic ...
The simultaneous propagation of two spatially-overlapping and differently-coloured laser beams (e.g....
We propose a novel nonlinear Helmholtz equation for modelling pulses in optical waveguides. Exact an...
Temporal solitons are robust self-localizing pulses that play a pivotal role in modern understanding...
The slowly varying envelope approximation and the ensuing Galilean boost to a local time frame are n...
We explore a more complete model for describing the evolution of scalar optical pulses in generic no...
A nonlinear Helmholtz equation for optical materials with regimes of power-law type of nonlinearity ...
We propose a new model for describing the evolution of scalar optical pulses in Kerr-type waveguides...
In a recent publication, Christian et al. [Phys. Rev. Lett. vol. 108, art. no. 034101 (2012)] develo...
We propose a simple scalar model for describing pulse phenomena beyond the conventional slowly-varyi...
We report, to the best of our knowledge, the first exact analytical algebraic solitons of a generali...
Spatial optical solitons are self-localizing and self-stabilizing beams of light that propagate with...
Spatial optical solitons are self-localizing and self-stabilizing beams of light that propagate with...
We propose a new model for describing the evolution of scalar optical pulses in Kerr-type planar wav...
A nonlinear Helmholtz equation is proposed for modelling scalar optical beams in uniform planar wave...
A vector model, fully-second-order in both space and time, is proposed for coupled electromagnetic ...
The simultaneous propagation of two spatially-overlapping and differently-coloured laser beams (e.g....