Optimum Design of Power Coupling between Two Dielectric Slab Waveguides by the Boundary-Element Method Based on Guided-Mode Extracted Integral Equations(<Special Issue>Analytical and Simulation Methods for Electromagnetic Wave Problems)

S.; On the Solvability of Boundary Value Problems with a Nonlocal Boundary Condition of Integral Form for Multidimentional Hyperbolic Equations, Differential Equations, 2006, vol..

This paper derives a priori error estimates for a special finite element discretization based on component mode synthesis.. The a priori error bounds state the explicit dependency

The method proposed by Hackbusch and Sauter [7] also employs polar coordinates, but performs the inner integration analytically, while the outer integral is evaluated using

2 Combining the lemma 5.4 with the main theorem of [SW1], we immediately obtain the following corollary.. Corollary 5.5 Let l &gt; 3 be

By developed for elastic plates method [1], consisting in exact solution of three-dimensional (or two-dimensional for plate-layer) equations of motion and satisfying of boundary

Homotopy perturbation method HPM and boundary element method BEM for calculating the exact and numerical solutions of Poisson equation with appropriate boundary and initial

Solutions of integral equa- tions are expressed by the inverse operators of auxiliary exterior and interior boundary value problems, i.e., theorems on the solvability of

Based on these results, we first prove superconvergence at the collocation points for an in- tegral equation based on a single layer formulation that solves the exterior Neumann