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- Hp-FEM abstract "hp-FEM is a general version of the finite element method (FEM), a numerical method for solving partial differential equations based on piecewise-polynomial approximations that employs elements of variable size(h) and polynomial degree (p). The origins of hp-FEM date back to the pioneering work of Ivo Babuska et al. who discovered that the finite element method converges exponentially fast whenthe mesh is refined using a suitable combination of h-refinements(dividing elements into smaller ones) and p-refinements (increasing theirpolynomial degree). The exponential convergence makes the methoda very attractive choice compared to most other finite element methodswhich only converge with an algebraic rate. The exponential convergenceof the hp-FEM was not only predicted theoretically but also observedby numerous independent researchers.".
- Hp-FEM wikiPageExternalLink www.concepts.math.ethz.ch.
- Hp-FEM wikiPageID "19719776".
- Hp-FEM wikiPageRevisionID "605257169".
- Hp-FEM hasPhotoCollection Hp-FEM.
- Hp-FEM subject Category:Finite_element_method.
- Hp-FEM comment "hp-FEM is a general version of the finite element method (FEM), a numerical method for solving partial differential equations based on piecewise-polynomial approximations that employs elements of variable size(h) and polynomial degree (p). The origins of hp-FEM date back to the pioneering work of Ivo Babuska et al.".
- Hp-FEM label "Hp-FEM".
- Hp-FEM sameAs m.04mz_f9.
- Hp-FEM sameAs Q17027720.
- Hp-FEM sameAs Q17027720.
- Hp-FEM wasDerivedFrom Hp-FEM?oldid=605257169.
- Hp-FEM isPrimaryTopicOf Hp-FEM.