Abstract

The theoretical investigation of waveguides having non-uniform cross-section is an attractive and challenging problem which arises serious interest. In this paper, we develop the analysis of laminated multilayered 3D-waveguide, by the three following steps: (i) Coupled Mode theory (CM) is generalized and compared with Local Mode theory (LM). The latter is a rigorous technique which accounts for propagation, diffraction and coupling in a non-uniform environment. (ii) The two approaches are then applied to the problem of polarization coupling in a laminated rib-waveguide Si:H–SiO2. For moderate optical axis slant (low hybridization) and fixed layer thickness the two theories yields similar results, while LM becomes mandatory when hybridization is important. (iii) Finally, we validate and complete the EM analysis by using the finite element method (FEM) for the 3D modelling of the structure. Copyright © 2005 John Wiley & Sons, Ltd.

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