We derive expressions that enable the study of the impact of arbitrary levels of linear coupling between spatial modes on nonlinear propagation in space-division multiplexed transmission systems, v
The transverse pattern of the field that propagates in a fiber supporting multiple modes can always be described as a superposition of the patterns of the individual fiber modes.
This paper starts by an investigation of nonlinear transmission in space-division multiplexed (SDM) systems using multimode fibers exhibiting a rapidly varying birefringence.
The evolution of spectral and temporal profiles of 4.5 optical-cycle pulses propagating near zero-dispersion wavelength (ZDW) in a photonic crystal-fiber is investigated experimentally and theoreti
We consider the nonlinear propagation of light in an optical fiber waveguide as modeled by the anharmonic Maxwell-Lorentz equations (AMLE).
The propagation of optical pulses is considered in nonlinear dispersive fibers at the zero dispersion wavelength (ZDWL).
We derive the nonlinear wave equation for an envelope of an electromagnetic wave in a mono-mode dielectric wave guide.
We study nonlinear transport in a clean one-dimensional wire fabricated by cleaved edge overgrowth in molecular beam epitaxy.
This article considers the questions of existence and uniqueness of the response of nonlinear time-varying RLC networks.
The effect of level degeneracy on saturated absorption in resonant medium is considered using a simple but realistic three-level system to model J=1 -> J=0 atomic transition.
