Add to ORKGFDTD) formulation is extended to periodic structures with Kerr-type nonlinearity. The optical Kerr effect is introduced by an iterative fixed-point procedure for solving the nonlinear system of equations. Using the method, formation of solitons inside homogenous nonlinear media is numerically observed. Furthermore, the performance of the approach with more complex photonic systems, such as high-reflectance coatings and binary phase gratings with high nonlinearity is investigated. The static and the dynamic behavior of the Kerr effect is studied and compared to previous works. 1
We give a brief review of some results of our study on one-dimensional shallow nonlinear Bragg grati...
The application of nonlinear materials in photonic crystals and periodic optical media in general ha...
Using the numerical solution of the nonlinear Schrodinger equation and a variational method, it is s...
The Split-Field Finite-Difference Time-Domain (SF-FDTD) formulation is extended to periodic structur...
grantor: University of TorontoWe begin by deriving a set of equations that describe pulse ...
Abstract: In this paper, we report the simulation results for impact of nonlinear Kerr effect on ban...
We present a detailed time-domain analysis of a promising nonlinear optical device consisting of alt...
Periodic media are in many ways ideal choices to observe nonlinear effects due to their flexibility....
Nonlinear optics, the study of how high intensity light propagates through and interacts with matter...
Discrete optical systems are a subgroup of periodic structures in which the evolution of a continuou...
Abstract—Two numerical methodologies based on the finite-dif-ference time-domain (FDTD) technique ar...
We report the simulation results for impact of nonlinear Kerr effect on band structures of a two di...
Abstract:- We have simulated the behaviors of nonlinear fiber Bragg gratings (FBGs). The generalized...
A time domain beam propagation method for the simulation of optical pulses propagating through Kerr-...
An optical resonator containing a Kerr nonlinearity and supporting two coupled modes with the same p...
We give a brief review of some results of our study on one-dimensional shallow nonlinear Bragg grati...
The application of nonlinear materials in photonic crystals and periodic optical media in general ha...
Using the numerical solution of the nonlinear Schrodinger equation and a variational method, it is s...
The Split-Field Finite-Difference Time-Domain (SF-FDTD) formulation is extended to periodic structur...
grantor: University of TorontoWe begin by deriving a set of equations that describe pulse ...
Abstract: In this paper, we report the simulation results for impact of nonlinear Kerr effect on ban...
We present a detailed time-domain analysis of a promising nonlinear optical device consisting of alt...
Periodic media are in many ways ideal choices to observe nonlinear effects due to their flexibility....
Nonlinear optics, the study of how high intensity light propagates through and interacts with matter...
Discrete optical systems are a subgroup of periodic structures in which the evolution of a continuou...
Abstract—Two numerical methodologies based on the finite-dif-ference time-domain (FDTD) technique ar...
We report the simulation results for impact of nonlinear Kerr effect on band structures of a two di...
Abstract:- We have simulated the behaviors of nonlinear fiber Bragg gratings (FBGs). The generalized...
A time domain beam propagation method for the simulation of optical pulses propagating through Kerr-...
An optical resonator containing a Kerr nonlinearity and supporting two coupled modes with the same p...
We give a brief review of some results of our study on one-dimensional shallow nonlinear Bragg grati...
The application of nonlinear materials in photonic crystals and periodic optical media in general ha...
Using the numerical solution of the nonlinear Schrodinger equation and a variational method, it is s...