The linear time-domain beam propagation method ( ) TD᎐BPM has been extended to model the propagation of pulsed optical beams in second-order nonlinear optical material of integrated wa¨eguides. The coupled nonlinear wa¨e equations ha¨e been deri¨ed and discretized using the explicit finite-differenc
A simple wide-angle beam-propagation method for integrated optics
✍ Scribed by Ju Zhenle; Fu Junmei; Feng Enxin
- Publisher
- John Wiley and Sons
- Year
- 1997
- Tongue
- English
- Weight
- 148 KB
- Volume
- 14
- Category
- Article
- ISSN
- 0895-2477
No coin nor oath required. For personal study only.
✦ Synopsis
with the Yee algorithm: Ž . Computing time new scheme s 1.8.
Ž
. Computing time Yee Ž However, it will be necessary to use it to study by the . FDTD method ferrite devices working in a frequency range where is negative. eff
VI. CONCLUSION
The original behavior of ferrites with a negative effective permeability has been shown in this paper. In a one-dimensional case, by analogy with conductors, a skin depth and a discretization criterion have been defined. A new 2D FDTD algorithm has been presented for the first time to study ferrite with -0. This scheme is easy to extend to a 3D eff case; this work is now under consideration in order to study ferrite circulators.
📜 SIMILAR VOLUMES
A cylindrical form of the finite difference beam propagation method Ž . FD-BPM is, for the first time, proposed to make easier the analysis of optical waveguide configurations for which the index profiles have a revolution symmetry and maintain an azimuthal symmetry of the field distribution. For th