Publication detail

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

PETRÁČEK, J.

Czech title

Modelování jednorozměrných nelineárních periodických struktur pomocí přímé integrace Maxwellových rovnic ve frekvenční oblasti

English title

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

Type

conference paper

Language

en

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.

Czech abstract

Je popsána jednoduchá numerická metoda pro přímé řešení Maxwellových rovnic ve frekvenční oblasti. Metoda je použita k modelování jednorozměrných nelineárních periodických struktur.

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.

Keywords in English

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

RIV year

2006

Released

01.01.2006

Publisher

Springer

Location

Dordrecht

ISBN

1-4020-4165-9

Book

Frontiers in Planar Lightwave Circuit Technology

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",
  month="January",
  publisher="Springer",
  address="Dordrecht",
  isbn="1-4020-4165-9"
}