Nystrom-type technique for numerical analysis of lasing spectra and thresholds in arbitrary-shaped active 2-D microcavities

The lasing modes in the arbitrarily shaped microcavity are considered as solutions to the 2-D linear eigenproblem for the Maxwell equations with exact boundary and radiation conditions. The gain is introduced into the cavity material within the active region via the ldquoactiverdquo imaginary part o...

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Bibliographic Details

Published in:	2008 4th International Conference on Advanced Optoelectronics and Lasers pp. 363 - 365
Main Authors:	Smotrova, E.I., Sewell, P., Benson, T., Ctyroky, J., Nosich, A.I.
Format:	Conference Proceeding
Language:	English
Published:	IEEE 01.09.2008
Subjects:	Eigenvalues and eigenfunctions Electromagnetic radiation Frequency Integral equations Laser modes Maxwell equations Microcavities microcavity laser Muller's integral equation Numerical analysis Nystrom discretization Refractive index Switches threshold gain
ISBN:	9781424419739, 1424419735
ISSN:	2160-1518
Online Access:	Get full text
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