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Analytical approximations for fundamental-mode field and dispersion equation of planar waveguides through the Stevenson-Pade approach
A novel method for the systematic derivation of analytical approximations of the fundamental-mode dispersion equation and field …
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Derivation of higher-order impedance boundary conditions for stratified coatings composed of inhomogeneous-dielectric and homogeneous-bianisotropic layers
A spectral domain framework is presented for deriving exact electromagnetic impedance boundary conditions for isotropic, longitudinally …
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A simple algorithm for accurate location of leaky-wave poles for grounded inhomogeneous dielectric slabs
A rigorous framework and an efficient numerical implementation for computing leaky-wave poles for grounded inhomogeneous dielectric …
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SDRA approach for higher-order impedance boundary conditions for complex multi-layer coatings on curved conducting bodies
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Higher order impedance boundary conditions for metal-backed inhomogeneous dielectric layers
A systematic spectral-domain approach is described for obtaining higher order electromagnetic impedance boundary conditions for …
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A model-based parameter estimation approach for numerical analysis of single-mode optical fibers
An efficient numerical method is proposed and implemented for the analysis of propagation characteristics of single-mode optical fibers …
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Efficient computation of electrical Laslett coefficients for rounded-rectangular pipes
We present an effective numerical technique for computing the electrical image coefficients for rounded rectangular pipes with …
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Efficient numerical analysis of arbitrary single-mode optical fibers using Padè approximants
We propose a new, fast, and accurate numerical technique for analyzing single-mode optical fibers with arbitrary (transverse) …
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A generalized Donsker-Kač formula to compute the fundamental modes in complex loaded waveguides
We present a novel algorithm for determining the fundamental modes and cutoff wavenumbers in metallic waveguides with arbitrary …
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Evaluation of stochastic-resonance-based detectors of weak harmonic signals in additive white Gaussian noise
A thorough evaluation of stochastic resonance in the framework of statistical detection theory is presented both as a nonlinear signal …
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