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A combined meshless RBF-FDTD method for the analysis of transient electromagnetic fields
Khalef, R1, Benkhawa, L2, Grine, F3, Benhabiles, M.T4, Riabi, M.L5.
A Meshless Time Domain Method is used in the local support domain to solve Maxwell’s equations
for one-dimensional transient electromagnetic problems. The approach is based on a combination of
the Meshless Radial Basis Functions and the Leapfrog time-stepping scheme for the Finite-Difference
approximation of the first order partial derivatives. A comparison is performed between the conventional
FDTD and RBF’s with Gaussian, Wendland-C4 Compactly Supported RBF (CSRBF) and Inverse Multi-
Quadric (IMQ) basis functions. The numerical results showed that the proposed method provides an
accurate solution for transient electromagnetic problems.
Affiliation:
- University of Constantine 1, Algeria
- University of Constantine 1, Algeria
- University of Constantine 1, Algeria
- University of Constantine 1, Algeria
- University of Constantine 1, Algeria
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| Indexation |
| Indexed by |
MyJurnal (2021) |
| H-Index
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3 |
| Immediacy Index
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0.000 |
| Rank |
0 |
| Indexed by |
Scopus 2020 |
| Impact Factor
|
CiteScore (1.1) |
| Rank |
Q3 (Agricultural and Biological Sciences (all))
Q3 (Environmental Science (all))
Q3¬¬- (Computer Science (all))
Q3 (Chemical Engineering (all)) |
| Additional Information |
SJR (0.174) |
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