AceFEM The Mathematica Finite Element Environment. The AceFEM package is a general finite element environment designed to solve multi-physics and multi-field problems. The package explores advantages of symbolic capabilities of Mathematica while maintaining numerical efficiency of commercial finite element environments. The element oriented approach enables easy creation of customized finite element based applications in Mathematica. It also includes examples and libraries needed for the automation of the Finite Element Method.

References in zbMATH (referenced in 20 articles )

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  1. Auricchio, Ferdinando; Scalet, Giulia; Wriggers, Peter: Fiber-reinforced materials: finite elements for the treatment of the inextensibility constraint (2017)
  2. Sadowski, P.; Kowalczyk-Gajewska, K.; Stupkiewicz, S.: Consistent treatment and automation of the incremental Mori-Tanaka scheme for elasto-plastic composites (2017)
  3. Viebahn, Nils; Pimenta, Paulo M.; Schröder, Jörg: A simple triangular finite element for nonlinear thin shells: statics, dynamics and anisotropy (2017)
  4. Wriggers, P.; Reddy, B. D.; Rust, W.; Hudobivnik, B.: Efficient virtual element formulations for compressible and incompressible finite deformations (2017)
  5. Korelc, Jože; Wriggers, Peter: Automation of finite element methods (2016)
  6. Stanić, Andjelka; Brank, Boštjan; Korelc, Jože: On path-following methods for structural failure problems (2016)
  7. Brank, Boštjan; Ibrahimbegović, Adnan; Bohinc, Uroš: On discrete-Kirchhoff plate finite elements: implementation and discretization error (2015)
  8. Korelc, Jože; Stupkiewicz, Stanisław: Closed-form matrix exponential and its application in finite-strain plasticity (2014)
  9. Auricchio, Ferdinando; Beirão da Veiga, Lourenço; Lovadina, Carlo; Reali, Alessandro; Taylor, Robert L.; Wriggers, Peter: Approximation of incompressible large deformation elastic problems: some unresolved issues (2013)
  10. Dujc, Jaka; Brank, Boštjan; Ibrahimbegovic, Adnan: Stress-hybrid quadrilateral finite element with embedded strong discontinuity for failure analysis of plane stress solids (2013)
  11. Seabra, Mariana R.R.; Šuštarič, Primož; Cesar de Sa, Jose M.A.; Rodič, Tomaž: Damage driven crack initiation and propagation in ductile metals using XFEM (2013)
  12. Białas, Marcin: Progressive frictional delamination of an infinite elastic film on a rigid substrate due to in-plane point loading (2012)
  13. Lengiewicz, Jakub; Stupkiewicz, Stanisław: Continuum framework for finite element modelling of finite wear (2012)
  14. Seabra, Mariana R.R.; Cesar de Sa, Jose M.A.; Šuštarič, Primož; Rodič, Tomaž: Some numerical issues on the use of XFEM for ductile fracture (2012)
  15. Dujc, Jaka; Brank, Boštjan; Ibrahimbegovic, Adnan: Multi-scale computational model for failure analysis of metal frames that includes softening and local buckling (2010)
  16. Korelc, Jože; Šolinc, Urša; Wriggers, Peter: An improved EAS brick element for finite deformation (2010)
  17. Stupkiewicz, Stanisław; Lengiewicz, Jakub; Korelc, Jože: Sensitivity analysis for frictional contact problems in the augmented Lagrangian formulation (2010)
  18. Stupkiewicz, Stanisław: Finite element treatment of soft elastohydrodynamic lubrication problems in the finite deformation regime (2009)
  19. Brank, Boštjan: Assessment of 4-node EAS-ANS shell elements for large deformation analysis (2008)
  20. Kristanič, Niko; Korelc, Jože: Optimization method for the determination of the most unfavorable imperfection of structures (2008)