In this paper, a reduced-basis-approximation-based model-order reduction for fast and
reliable frequency sweep in the time-harmonic Maxwell's equations is detailed. Contrary to …

This paper presents an efficient algorithm to create parametric reduced order models of
distributed electromagnetic systems that have arbitrary functions of frequency (due to …

A generalized modal expansion theory for investigating arbitrary 3-D bounded and
unbounded electromagnetic fields is presented. When an inhomogeneity is enclosed with …

This paper presents a novel model order reduction (MOR) method called the transient quasi-
static Ritz vector (TQSRV) method for efficient transient finite element (FE) analysis …

Eigenvalue analysis of a periodic structure by the finite-element method gives its Floquet
propagation constant at a given frequency. Using this method directly to find the dispersion …

This paper presents an efficient technique to calculate sensitivities of microwave structures
with respect to network design parameters. The proposed technique uses a parametric …

In this paper, a novel moment-matching reduced order model technique termed the multi-
dimensional well-conditioned asymptotic waveform evaluation (MDWCAWE) method is …

This paper presents a self-adaptive frequency sweep technique for the modal analysis of
inhomogeneous electromagnetic waveguides over wide frequency bands. It rests on a …

As operating frequencies increase, full wave numerical techniques such as the finite
element method (FEM) become necessary for the analysis of high-frequency and microwave …