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Heterogeneous multiscale method in eddy currents modeling

Jan Busa UGent and Valdemar Melicher UGent (2009) ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings. p.219-225
abstract
The induction of eddy currents in a conductive piece is an electromagnetic phenomenon described by Maxwell’s equations. For composite materials it is multiscale in its nature. We are looking for the macroscopic properties of the composite. We have applied the Heterogeneous Multiscale Method in order to avoid necessity of using full microscale solver.
Please use this url to cite or link to this publication:
author
organization
year
type
conference (proceedingsPaper)
publication status
published
subject
keyword
finite elements, eddy currents, variational problem, homogenization, heterogeneous multiscale method
in
ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings
editor
Angela Handlovicova, Peter Frolkovic, Karol Mikula and Daniel Sevcovic
pages
219 - 225
publisher
Slovak University of Technology. Department of Telecommunications
place of publication
Bratislava, Slovakia
conference name
18th Conference on Scientific Computing (ALGORITMY 2009)
conference location
Podbanske, Slovakia
conference start
2009-03-15
conference end
2009-03-20
Web of Science type
Proceedings Paper
Web of Science id
000267157200023
ISBN
9788022730327
language
English
UGent publication?
yes
classification
P1
copyright statement
I have transferred the copyright for this publication to the publisher
id
1069308
handle
http://hdl.handle.net/1854/LU-1069308
date created
2010-11-03 12:22:04
date last changed
2017-01-02 09:52:20
@inproceedings{1069308,
  abstract     = {The induction of eddy currents in a conductive piece is an electromagnetic phenomenon described by Maxwell{\textquoteright}s equations. For composite materials it is multiscale in its nature. We are looking for the macroscopic properties of the composite. We have applied the Heterogeneous Multiscale Method in order to avoid necessity of using full microscale solver.},
  author       = {Busa, Jan and Melicher, Valdemar},
  booktitle    = {ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings},
  editor       = {Handlovicova, Angela and Frolkovic, Peter and Mikula, Karol and Sevcovic, Daniel},
  isbn         = {9788022730327},
  keyword      = {finite elements,eddy currents,variational problem,homogenization,heterogeneous multiscale method},
  language     = {eng},
  location     = {Podbanske, Slovakia},
  pages        = {219--225},
  publisher    = {Slovak University of Technology. Department of Telecommunications},
  title        = {Heterogeneous multiscale method in eddy currents modeling},
  year         = {2009},
}

Chicago
Busa, Jan, and Valdemar Melicher. 2009. “Heterogeneous Multiscale Method in Eddy Currents Modeling.” In ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings, ed. Angela Handlovicova, Peter Frolkovic, Karol Mikula, and Daniel Sevcovic, 219–225. Bratislava, Slovakia: Slovak University of Technology. Department of Telecommunications.
APA
Busa, J., & Melicher, V. (2009). Heterogeneous multiscale method in eddy currents modeling. In Angela Handlovicova, P. Frolkovic, K. Mikula, & D. Sevcovic (Eds.), ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings (pp. 219–225). Presented at the 18th Conference on Scientific Computing (ALGORITMY 2009), Bratislava, Slovakia: Slovak University of Technology. Department of Telecommunications.
Vancouver
1.
Busa J, Melicher V. Heterogeneous multiscale method in eddy currents modeling. In: Handlovicova A, Frolkovic P, Mikula K, Sevcovic D, editors. ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings. Bratislava, Slovakia: Slovak University of Technology. Department of Telecommunications; 2009. p. 219–25.
MLA
Busa, Jan, and Valdemar Melicher. “Heterogeneous Multiscale Method in Eddy Currents Modeling.” ALGORITMY 2009 : 18th Conference on Scientific Computing, Proceedings. Ed. Angela Handlovicova et al. Bratislava, Slovakia: Slovak University of Technology. Department of Telecommunications, 2009. 219–225. Print.