Publication result detail

Modelling of one-dimensional nonlinear periodic structures by direct integration of Maxwell’s equations in frequency domain

PETRÁČEK, J.

Original Title

Modelling of one-dimensional nonlinear periodic structures by direct integration of Maxwell’s equations in frequency domain

English Title

Modelling of one-dimensional nonlinear periodic structures by direct integration of Maxwell’s equations in frequency domain

Type

Paper in proceedings (conference paper)

Original Abstract

A simple numerical method for direct solving Maxwell's equations in the frequency domain is described. The method is applied to the modelling of one-dimensional nonlinear periodic structures.

English abstract

A simple numerical method for direct solving Maxwell's equations in the frequency domain is described. The method is applied to the modelling of one-dimensional nonlinear periodic structures.

Key words in English

Kerr nonlinearity, nonlinear optics, nonlinear periodic structures, optical bistability

Authors

PETRÁČEK, J.

Released

01.01.2006

Publisher

Springer

Location

Dordrecht

ISBN

1-4020-4165-9

Book

Frontiers in Planar Lightwave Circuit Technology

Edition

NATO Science Series

Pages from

141

Pages count

7

BibTex

@inproceedings{BUT21157,
  author="Jiří {Petráček}",
  title="Modelling of one-dimensional nonlinear periodic structures by direct integration of Maxwell’s equations in frequency domain",
  booktitle="Frontiers in Planar Lightwave Circuit Technology",
  year="2006",
  series="NATO Science Series",
  pages="7",
  publisher="Springer",
  address="Dordrecht",
  isbn="1-4020-4165-9"
}