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Finite element method thesis

  • The multiscale finite element method (MsFEM) and its applications

    Finite element method thesis

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    Masters Thesis: Finite Element Methods with exact geometry

    finite element methods in 3d for matlab,Diploma thesis august 2003 in kiel. the quasi-optimal convergence of adaptive non-conforming finite element methods in three examples,Phd april 2013 hu berlin. keywords:Extended finite element method ; smoothed extended finite element method ; numerical integration ; vibration of cracked plates ; partition of unity methods.

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  • Masters Thesis: Finite Element Methods with exact geometry

    EXPERIMENTAL AND FINITE ELEMENT STUDY OF THE DESIGN

    EXPERIMENTAL AND FINITE ELEMENT STUDY OF THE DESIGN

    and numerics of retarded integral equations of electromagnetic scattering,Diploma thesis march 1999 in kiel..2002 in kiel, presently w3 professor at university of ulm,A posteriori finite element error analysis in elastoplasticty,Analysis, numerics and simulation of a relaxed model problem in micromagnetism,Phd 24. finite element method and the method of finite spheres enriched for analysis of wave propagations.

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  • Finite element method thesis

    Enriched finite element methods: advances & applications -ORCA

    Enriched finite element methods: advances & applications -ORCA

    posteriori finite element analysis for linear elasticity,Diploma thesis july 2003 for tu munich. class of mixed finite element methods based on the helmholtz decomposition in computational mechanics,Phd june 2015 hu berlin. nonconforming finite element discretisations of the biharmonic equation,Diploma thesis may 2012 in berlin.

    Convergence of Adaptive Finite Element Methods for Elliptic

    the method combines advantages of finite element and spectral techniques, but an important point is that it preserves the fundamental properties of the finite element method. thesis addresses the difficulty in the numerical integration of the enrichment functions. thesis presents advances and applications of the extended finite element method.

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  • stresses and deformations in involute spur gears by finite element

    Finite element method thesis

Finite element method thesis-A finite element method and the method of finite spheres enriched


Prof. Carsten Carstensen

to numerics of variational problems for microstructures,Diploma thesis july 2000 in kiel. for a nonconforming finite element method for maxwell’s equations,Diploma thesis 2007 in berlin. dpg-methoden niedriger ordung für lineare elastizität,Master thesis december 2014 in berlin.

Streamline Diffusion Finite Element Method for Coupling Equations

mixed finite element methods in elasticity,Diploma thesis april 1998 in kiel. of the compatible strain field, integration on the interior of the finite elements is. posteriori error estimators for elliptic pdes,Diploma thesis june 2009 in berlin.

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Prof. Carsten Carstensen
Streamline Diffusion Finite Element Method for Coupling Equations

Finite element method thesis

Generalized Differential Quadrature Finite Element Method applied

objective of this thesis is to present a finite element method and the method of finite spheres enriched for the solution of various wave propagation problems. posteriori error analysis of the arnold-winter fem in elasticity,Diploma thesis july 2012 in berlin. specifically, the novelties are: two-dimensional problems are solved (and three-dimensional problems would be tackled similarly), a scheme is given to overcome ill-conditioning, the method is presented for time-dependent problems, and focus is on the solution of problems in solids and structures using real arithmetic only.
gemischter finite elemente ansatz für ein nichtlineares optimal-design-problem,Diploma thesis december 2007 in berlin. finite element method and the method of finite spheres enriched for analysis of wave propagations. the second method relies on strain smoothing applied to discontinuous.

-dimensional finite element model for theormohalin circulation,Co-supervision for diploma thesis in august 2001 at institute. and numerical treatment of pdes via the nonconfroming park-sheen finite element,Diploma thesis december 2010 in berlin. diskoninuierliches galerkin-verfahren für ein optimal design,Diploma thesis november 2014 in berlin.

thesis presents advances and applications of the extended finite element method. of the compatible strain field, integration on the interior of the finite elements is. accuracy and the efficiency of both the methods are studied numerically with problems.
posteriori error analysis in the calculus of variations,Diploma thesis october 2008 in berlin. refinement of a regular triangulation into quadrilaterals,Diploma thesis april 2013 in berlin. mesh-refinement for incopressible fluid dynamics,Master thesis december 2014 in berlin.

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