Title
Marching Methods for the Solution of the Generalized Nonlinear Schrödinger Equation
Date Issued
01 January 1995
Access level
metadata only access
Resource Type
journal article
Author(s)
Universidad Colegio de Londres
Abstract
Two forms of implementing the Crank-Nicolson method for the case of nonlinear optical propagation are compared with the faster Split Operator method. Stability and convergence of the methods are also analyzed. It is shown that in general the Split Operator method does not conserve power to the same degree as the Crank-Nicolson method does and it fails to converge in the case of strong nonlinearity. © 1995 IEEE.
Start page
1741
End page
1744
Volume
31
Issue
3
Language
English
OCDE Knowledge area
Ingeniería eléctrica, Ingeniería electrónica
Óptica
Scopus EID
2-s2.0-0029310039
Source
IEEE Transactions on Magnetics
ISSN of the container
00189464
Sponsor(s)
E. GonzQez, e.gonzalezOieee.org, +44-71-3877050 *3990; H. E. Hernhdez-Figueroa, hhernandQeleceng.uclk.uk, +44-71-3877050 *3990; F. A. Fernhdez, a.fernandezOeleceng.ucl.ac.uk, +44-71-3877050 *3029, fax +44-71-3874350. This work was supported in part by EPSRC/UK under Grant No. GR/H31400.
Sources of information:
Directorio de Producción Científica
Scopus