Enhanced Directionality of Emission of the On- Threshold Modes of a High Refractive Index Microdisk Laser Due to a Small Piercing Hole

Directivities and Thresholds of Laser Modes of Triangular Active Microcavities with Piercing Holes

Numerical modeling of active microcavities with piercing holes using the Muller boundary integral equations and the Galerkin method

ГРАНИЧНЫЕ ИНТЕГРАЛЬНЫЕ УРАВНЕНИЯ МЮЛЛЕРА И МЕТОД НИСТРЕМА В ТЕОРИИ ДИЭЛЕКТРИЧЕСКИХ РЕЗОНАТОРОВ С АКТИВНЫМИ ЗОНАМИ

Spectra, thresholds, and modal fields of a triangular microcavity laser

We study the modes of a triangular microcavity laser, namely the frequencies of emission, threshold values of gain, and mode field patterns, within the classical electro-magnetics approach. Our instrument is the accurate formalism of Lasing Eigenvalue Problem.

Residual Inverse Iteration for the Lasing Eigenvalue Problem

Effective numerical approach based on a modification of the residual inverse iteration method for solution of the Lasing Eigenvalue Problem is proposed. The numerical study demonstrates that this algorithm allows to compute all the spectral characteristics of dielectric microcavity lasers.

Modal Fields of a Triangular Microcavity Laser with a Piercing Hole

Eigenmodes of triangular microcavities with piercing holes in the center are computed as solutions of the Lasing Eigenvalue Problem using the system of Muller boundary integral equations and the Nyström method.

A.O. SPIRIDONOV, A.I. REPINA, E.M. KARCHEVSKII INVERSE SPECTRAL PROBLEMS AND COLLOCATION METHOD IN THE SPECTRAL THEORY OF WEAKLY GUIDING STEP-INDEX OPTICAL FIBRES

Применение компактной суперЭВМ АПК 1М для решения вычислительных задач волноводной электродинамики