A generalized conformal time-domain method with adjustable spectral accuracy is introduced in this paper for the consistent analysis of large-scale electromagnetic compatibility problems. The novel 3-D hybrid schemes blend a stencil-optimized finite-volume time-domain and a multimodal Fourier-Chebyshev pseudo-spectral time-domain algorithm that split the overall space into smaller and flexible areas. A key asset is that both techniques are updated independently and interconnected by robust boundary conditions. Also, combining a family of spatial derivative approximators with controllable precision in general curvilinear coordinates, the proposed method launches a conformal field flux formulation to derive electromagnetic quantities in regio...
We developed a new finite-difference time-domain (FDTD) Maxwell solver for simultaneously fully-anis...
The scope of this doctoral thesis is the development of high precision explicit time domain schemes,...
This thesis proposes two techniques to compute the derivatives of electromagnetic fields with respec...
A generalized conformal time-domain method with adjustable spectral accuracy is introduced in this p...
The systematic construction of a 3-D generalized explicit method with adjustable mesh density is pre...
The consistent and computationally economical analysis of demanding amplification and filtering stru...
Abstract—The precise modeling of arbitrarily aligned different material interfaces in composite elec...
The scope of this doctoral thesis is the development of a topologically consistent conformal finite-...
<p>In this study we propose a fast hybrid spectral-element time-domain (SETD) / finite-element time-...
This research aims to develop a novel domain decomposition finite-difference time domain technique (...
In electromagnetic compatibility (EMC) context, we are interested in developing new ac- curate metho...
In this dissertation, two methods for improving Finite-Difference Time-Domain (FDTD) simulations o...
Also has ISBN 9781457715594Numerical methods applied in Cartesian grids have become workhorses for g...
The electromagnetic modeling of distributed or other highly complex systems requires reliable and st...
This chapter reviews recent advances in numerical time-domain techniques for solving Maxwell’s equat...
We developed a new finite-difference time-domain (FDTD) Maxwell solver for simultaneously fully-anis...
The scope of this doctoral thesis is the development of high precision explicit time domain schemes,...
This thesis proposes two techniques to compute the derivatives of electromagnetic fields with respec...
A generalized conformal time-domain method with adjustable spectral accuracy is introduced in this p...
The systematic construction of a 3-D generalized explicit method with adjustable mesh density is pre...
The consistent and computationally economical analysis of demanding amplification and filtering stru...
Abstract—The precise modeling of arbitrarily aligned different material interfaces in composite elec...
The scope of this doctoral thesis is the development of a topologically consistent conformal finite-...
<p>In this study we propose a fast hybrid spectral-element time-domain (SETD) / finite-element time-...
This research aims to develop a novel domain decomposition finite-difference time domain technique (...
In electromagnetic compatibility (EMC) context, we are interested in developing new ac- curate metho...
In this dissertation, two methods for improving Finite-Difference Time-Domain (FDTD) simulations o...
Also has ISBN 9781457715594Numerical methods applied in Cartesian grids have become workhorses for g...
The electromagnetic modeling of distributed or other highly complex systems requires reliable and st...
This chapter reviews recent advances in numerical time-domain techniques for solving Maxwell’s equat...
We developed a new finite-difference time-domain (FDTD) Maxwell solver for simultaneously fully-anis...
The scope of this doctoral thesis is the development of high precision explicit time domain schemes,...
This thesis proposes two techniques to compute the derivatives of electromagnetic fields with respec...