Convergence Order Studies for Elliptic Test Problems with COMSOL Multiphysics Shiming Yang∗ and Matthias K. Gobbert∗ Abstract. The convergence order of finite elements is related to the polynomial order of the basis - Delta method - Document - PDFSEARCH.IO

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	Convergence Order Studies for Elliptic Test Problems with COMSOL Multiphysics Shiming Yang∗ and Matthias K. Gobbert∗ Abstract. The convergence order of finite elements is related to the polynomial order of the basis Add to Reading List Document Date: 2008-09-19 09:55:42 Open Document File Size: 1,06 MB Share Result on Facebook City Boston / Baltimore / / Company Cambridge University Press / COMSOL AB. / CRC Press / Hp / / / Facility University of Maryland / UMBC High Performance Computing Facility / Square Domain Cases In / C hq / / IndustryTerm so-called energy norm / non-smooth solution / reference solution / non-smooth solutions / smooth solution / numerical solution / / Organization Cambridge University / Department of Mathematics and Statistics / University of Maryland / Baltimore County / / Person Dimensional Elliptic / Vineet Dravid / Dietrich Braess / Matthias K. Gobbert / Shiming Yang / Maxwell Problems / Mark S. Gockenbach / / Position editor / / ProgrammingLanguage C / / ProvinceOrState Maryland / Baltimore County / Massachusetts / / Technology 3-D / / URL www.umbc.edu/hpcf / / SocialTag Finite element method Fourier analysis Partial differential equations Multivariable calculus Joseph Louis Lagrange Dirac delta function Integral Ordinal number Sobolev space Mathematical analysis

Convergence Order Studies for Elliptic Test Problems with COMSOL Multiphysics Shiming Yang∗ and Matthias K. Gobbert∗ Abstract. The convergence order of finite elements is related to the polynomial order of the basis Add to Reading List