Basic Emergence Of Nonlinearities And Its Effect On Supercontinuum Generation In Air-Silica Photonic Nanowires

We derive a new comprehensive evolution equation to describe the nonlinear propagation of high power optical pulses through photonic nanowires. Our basic formulation part from the vectorial form of Maxwell's equations and take into account the effect of the complete strong dispersion implicit in the propagation constant beta of the propagating mode inside the spectral body of the optical pulses. Applying our new nonlinear propagation equation in air-silica photonic nanowires, we show evidence of additional effects that perturb the supercontinuum, reducing its extreme long-wavelength edge and making it narrower.