1992IEEE Journal of Quantum ElectronicsRequires access

Semivectorial beam-propagation method for analyzing polarized modes of rib waveguides

Pao-Lo Liu, B.-J. Li

Open publisher page 68 citations

Abstract

The authors report a semivectorial beam-propagation method which can determine the form birefringence in rib or channel waveguides. In this approach, a finite-difference equation is solved by using the alternating-implicit method to simulate the propagation of the optical beam. Since boundary conditions are incorporated into the finite-difference equation, polarized modes can be simulated. Numerical results on three well-known rib waveguides are presented with comparisons to published data.>

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What this paper is about

The authors report a semivectorial beam-propagation method which can determine the form birefringence in rib or channel waveguides. In this approach, a finite-difference equation is solved by using the alternating-implicit method to simulate the propagation of the optical beam. Since boundary conditions are incorporated into the finite-difference equation, polarized modes can be simulated. Numerical results on three well-known rib waveguides are presented with comparisons to published data.>

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OpenAlex reports 68 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The authors report a semivectorial beam-propagation method which can determine the form birefringence in rib or channel waveguides. In this approach, a finite-difference equation is solved by using the alternating-implicit method to simulate the propagation of the optical beam. Since boundary conditions are incorporated into the finite-difference equation, polarized modes can be simulated. Numerical results on three well-known rib waveguides are presented with comparisons to published data.>

Key concepts: Beam propagation method, Finite difference method, Birefringence, Finite difference, Beam (structure), Boundary value problem, Optics, Physics

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