@misc{10481/95762,
year = {2024},
month = {10},
url = {https://hdl.handle.net/10481/95762},
abstract = {Numerical solvers have been essential tools in the
industry, R&D and other similar fields in the last two decades.
While it is important to understand the advantages and limitations
of most common methods and look for the best candidates in terms
of simplicity, accuracy, and computational performance; the
capacity to be able to simulate, with relative simplicity, complex
physical problems and obtain results which can serve as
validations or preliminary testing has increased efforts towards
obtaining more efficient and stable methods. In this work, we will
discuss our choice to utilize the discontinuous Galerkin in the time
domain (DGTD) method by extending an available finite element
method library, MFEM, which allows us to introduce a Maxwell's
equations solver in all dimensions without having to implement the
basic framework a numerical method would require. A basic form
of a DGTD solver has been successfully implemented, with further
development planned in the future.},
organization = {Ayuda PRE2020-093407 financiada por MICIU/AEI
/10.13039/501100011033 y por FSE invierte en tu future.},
organization = {Grant PID2022-137495OB-C3 funded by
MICIU/AEI/10.13039/501100011033 and ERDF/EU.},
organization = {This work was supported in part by EU Horizon 2020 Research
and Innovation Programme under Marie Sklodowska-Curie
Action under Grant 101066571.},
organization = {The work described in this paper and the research leading to
these results were supported by Schlumberger Foundation
Faculty for the Future Program, the Spanish MICINN EU
FEDER Projects PID2019.106120RB.C32 and
PID2019.106120RB.C33, and the Junta de Andalucia FEDER
project B-TIC-700-UGR20},
keywords = {Discontinuous Galerkin},
keywords = {Time-domain analysis},
keywords = {Numerical Methods},
keywords = {Maxwell Equations},
title = {OpenSEMBA/DGTD: An Open-Source Full-Wave Maxwell’s Equations Solver},
doi = {10.1109/ACES-China62474.2024.10699941},
author = {Amador, Farah and Díaz Angulo, Luis Manuel and Muñoz Manterola, Alejandro and Gascón Bravo, Alberto and Tekbas, Kenan and González García, Salvador},
}