MaxFEM

MAXFEM is a package of open software to solve electromagnetic problems in a numerical way by using the finite element method. The package brings together under a single interface modules or applications that can address problems in electrostatics, current, and eddy-currents, magnetostatics in two and/or three dimensions and in cartesian coordinates and/or cylindrical. The user can make internal changes to adapt both the interface and spreadsheet programs that contain your needs. Moreover, thanks to the modular structure of the interface is the possibility of incorporating other problems (eg, thermal coupled electromagnetic). Under the GPL, anyone can include your own application and redistribute the software.


References in zbMATH (referenced in 11 articles )

Showing results 1 to 11 of 11.
Sorted by year (citations)

  1. Fromreide, Mads; Gómez, Dolores; Halvorsen, Svenn Anton; Herland, Egil Vålandsmyr; Salgado, Pilar: Reduced 2D/1D mathematical models for analyzing inductive effects in submerged arc furnaces (2021)
  2. Bermúdez, Alfredo; Gómez, D.; Piñeiro, M.; Salgado, P.: A novel numerical method for accelerating the computation of the steady-state in induction machines (2020)
  3. Hervella-Nieto, Luis; López-Pérez, Paula M.; Prieto, Andrés: Robustness and dispersion analysis of the partition of unity finite element method applied to the Helmholtz equation (2020)
  4. Niyonzima, Innocent; Jiao, Yang; Fish, Jacob: Modeling and simulation of nonlinear electro-thermo-mechanical continua with application to shape memory polymeric medical devices (2019)
  5. Albella Martínez, Jorge; Imperiale, Sébastien; Joly, Patrick; Rodríguez, Jerónimo: Solving 2D linear isotropic elastodynamics by means of scalar potentials: a new challenge for finite elements (2018)
  6. Beirão da Veiga, L.; Brezzi, F.; Dassi, F.; Marini, L. D.; Russo, A.: Lowest order virtual element approximation of magnetostatic problems (2018)
  7. Da Veiga, Lourenço Beirão; Brezzi, Franco; Marini, L. Donatella; Russo, Alessandro: Virtual element approximations of the vector potential formulation of magnetostatic problems (2018)
  8. Chovan, Jaroslav; Slodička, Marián: Induction hardening of steel with restrained joule heating and nonlinear law for magnetic induction field: solvability (2017)
  9. Beck, Geoffrey; Imperiale, Sebastien; Joly, Patrick: Mathematical modelling of multi conductor cables (2015)
  10. Bermúdez, Alfredo; Gómez, Dolores; Salgado, Pilar: Mathematical models and numerical simulation in electromagnetism (2014)
  11. Antoine, X.; Boubendir, Y.: An integral preconditioner for solving the two-dimensional scattering transmission problem using integral equations (2008)