[BOOK][B] Finite element methods for Maxwell's equations
P Monk - 2003 - books.google.com
Since the middle of the last century, computing power has increased sufficiently that the
direct numerical approximation of Maxwell's equations is now an increasingly important tool …
direct numerical approximation of Maxwell's equations is now an increasingly important tool …
Light-matter interactions within the Ehrenfest–Maxwell–Pauli–Kohn–Sham framework: fundamentals, implementation, and nano-optical applications
In recent years significant experimental advances in nano-scale fabrication techniques and
in available light sources have opened the possibility to study a vast set of novel light-matter …
in available light sources have opened the possibility to study a vast set of novel light-matter …
[BOOK][B] Boundary integral equations
GC Hsiao, WL Wendland - 2008 - Springer
In Chapter 1 we presented basic ideas for the reduction of boundary value problems of the
Laplacian to various forms of boundary integral equations based on the direct approach …
Laplacian to various forms of boundary integral equations based on the direct approach …
On traces for H (curl, Ω) in Lipschitz domains
We study tangential vector fields on the boundary of a bounded Lipschitz domain Ω in R 3.
Our attention is focused on the definition of suitable Hilbert spaces corresponding to …
Our attention is focused on the definition of suitable Hilbert spaces corresponding to …
[BOOK][B] Ad-hoc, Mobile, and Wireless Networks: 11th International Conference, ADHOC-NOW 2012, Belgrade, Serbia, July 9-11, 2012. Proceedings
XY Li, S Papavassiliou, S Ruehrup - 2012 - books.google.com
The International Conference on Ad-Hoc Networks and Wireless (ADHOC-NOW) has
become a well-known venue for research dedicated to wireless sensor networks and mobile …
become a well-known venue for research dedicated to wireless sensor networks and mobile …
[BOOK][B] Mathematical foundations of computational electromagnetism
F Assous, P Ciarlet, S Labrunie - 2018 - Springer
Our interest in the study and computation of electromagnetic fields started during the 1990s.
For Franck Assous, it originated from the need to compute precisely the motion of charged …
For Franck Assous, it originated from the need to compute precisely the motion of charged …
Galerkin boundary element methods for electromagnetic scattering
Methods based on boundary integral equations are widely used in die numerical simulation
of electromagnetic scattering in the frequency domain. This article examines a particular …
of electromagnetic scattering in the frequency domain. This article examines a particular …
A preconditioner for the electric field integral equation based on Calderon formulas
We describe a preconditioning technique for the Galerkin approximation of the electric field
integral equation (EFIE), which arises in the scattering theory for harmonic electromagnetic …
integral equation (EFIE), which arises in the scattering theory for harmonic electromagnetic …
Boundary element methods for Maxwell transmission problems in Lipschitz domains
We consider the Maxwell equations in a domain with Lipschitz boundary and the boundary
integral operator A occuring in the Calderón projector. We prove an inf-sup condition for A …
integral operator A occuring in the Calderón projector. We prove an inf-sup condition for A …
The electric field integral equation on Lipschitz screens: definitions and numerical approximation
We use the integral equation approach to study electromagnetic scattering by perfectly
conducting (non-orientable) Lipschitz screens. The well-posedness of the electric field …
conducting (non-orientable) Lipschitz screens. The well-posedness of the electric field …