ERMES: A nodal-based finite element code for electromagnetic simulations in frequency domain ERMES (Electric Regularized Maxwell Equations with Singularities) is a finite element code in frequency domain which implements in C++ a simplified version of the weighted regularized Maxwell equation method. This finite element formulation produces well-conditioned matrices which can be solved efficiently with low-memory consuming iterative methods. Also, thanks to the null kernel of its differential operator, it can operate indistinctly in the quasi-static and the high frequency regimens. Therefore, ERMES is a versatile tool which can be used in a wide variety of situations. For instance, it has been applied to microwave engineering, specific absorption rate computations, electromagnetic compatibility and electromagnetic forming.
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References in zbMATH (referenced in 2 articles )
Showing results 1 to 2 of 2.
- Nandy, Arup; Jog, C. S.: An amplitude finite element formulation for electromagnetic radiation and scattering (2016)
- Otin, Ruben: ERMES: a nodal-based finite element code for electromagnetic simulations in frequency domain (2013)
Further publications can be found at: https://web.cimne.upc.edu/users/rotin/web/articles.htm