Compartimos referencias selectas sobre la teoría matemática asociada al Método de Elemento Finito (incluyendo: cálculo variacional).
(rev. 2017.04.24)
Libros, capítulos, notas y artículos
- Argyris, J. H.; S. Kelsey (1954-55) Energy theorems and structural analysis. { Part I | Part II } {07J17}
- Blomgren, Peter (2015) { FEM#1 | FEM#2 | FEM#3 } Lecture notes. Department of Mathematics and Statistics, SDSU. {31M17}
- Elsgoltz, L. (1969) Ecuaciones diferenciales y cálculo variacional. Editorial MIR. {24A17}
- Gallistl, Dietmar (2016) The adaptive finite element method. Snapshots of modern mathematics from Oberwolfach No. 13. {30M17}
- Gilewski, Wojciech (2008) To teach or not to teach finite elements: this is a question . 6 th 116 AECEF Symposium in Vilnius, Lithuania, 28–30 May, 2008 {30M17}
- Pitkarantä, Juhani (2003) Mathematical and historical reflections on the lowest-order finite element models for thin structures. Helsinki University of Technology Institute of Mathematics Research Reports A499. {30M17}
- Süli, Endre (2012) Lecture Notes on Finite Element Methods for Partial Differential Equations. Mathematical Institute University of Oxford {30M17}
Software y artículos orientados a programación (e.g. Julia y Scilab)
- Arunkumar, A. (2013) Finite Element programming in Julia. {30M}
- Balmès, E. et al. (2005) OpenFEM : an open source finite element toolbox. {31M}
- Dhondt, G.: Wittig, K. (c. 2017) CalculiX: A free software three-dimensional structural finite element program. {28A}
- Gmsh: A three-dimensional finite element mesh generator with built-in pre- and post-processing facilities. {30M}
- Kelly, Steve (2016) Computational Methods for Parametrization of Polytopes. {30M}
- Scilab (wiki) Finite Elements in Scilab. {31M}