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Proceedings Paper

Method of finite approximation application for planar homogeneous problem solution of regular dielectric waveguide
Author(s): Vladimir A. Burdin
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Paper Abstract

A dielectric waveguide structure analysis problem pursing more broad purposes comparing to known spectral problems for eigenfields determination in the guided slow wave classes and respective lengthwise wavenumbers is proposed. In this case the problem is considered both as particular problem, solved in the limits of common problem analysis of composite system, including step-by-step conjunctions (both directly and by conjugating transfers) of dielectric waveguides with different forms and of cross-sections, and refractive index profile. Specific problem character is necessity of solution determination in significantly more broad class including all guided slow waves, emission modes and free oscillations. Such broad solutions set is necessary for following 'sewing' in splice cross-section of preassigned waveguide field and field of another waveguide or conjunction transfer.

Paper Details

Date Published: 19 October 2001
PDF: 8 pages
Proc. SPIE 4579, Optical Fiber and Planar Waveguide Technology, (19 October 2001); doi: 10.1117/12.444875
Show Author Affiliations
Vladimir A. Burdin, Volga State Academy of Telecommunication (Russia)


Published in SPIE Proceedings Vol. 4579:
Optical Fiber and Planar Waveguide Technology
Shuisheng Jian; Yanming Liu, Editor(s)

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