Challenges in scientific computing – CISC Proceedings of the conference “ challenges in scientific computing”, Berlin, Germany, October.
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- Numerical treatment of free surface problems in ferrohydrodynamics
- it based management challenges and solutions by joia luiz antonio Manual
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Numerical treatment of free surface problems in ferrohydrodynamics
Mittels Reifegrad- und Migrationsmodell wird die Umsetzbarkeit von Industrie four. While the use of direct solution tools often requires the application of the fully explicit treatment, all three approaches are equivalent if iterative solvers are applied, and lead to exactly the same results.
We prefer the fully implicit treatment since this is the most general approach for multigrid solvers and finite element approaches. One of the challenging open problems in this area is the development of a convergence analysis to determine the accuracy of such approximations.
Computing Science and Mathematics, 1 , pp. Lange Growth of surface undulations at the Rosensweig instability Phys.
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Matthies Inf-sup stable nonconforming finite elements of higher order on quadrilaterals and hexahedra M2AN Math. Schieweck On the reference mapping for quadrilateral and hexahedral finite elements on multilevel adaptive grids Computing, 80 , pp. Tobiska The surface topography of a magnetic fluid: Tobiska On spurious velocities in incompressible flow problems with interfaces Comput. Tobiska Numerical treatment of free surface problems in ferrohydrodynamics J.
it based management challenges and solutions by joia luiz antonio Manual
Matter 18 , pp. Tobiska Inf-sup stable non-conforming finite elements of arbitrary order on triangles Numer.
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Tobiska Superconvergence of a 3d finite element method for stationary Stokes and Navier-Stokes problems Numer. Tobiska Numerical simulation of normal-field instability in the static and dynamic case J.
Publikationen
Tobiska Numerical simulation of the Rosensweig instability of ferrorfluids in the static and dynamic case Oberwolfach Rep. Tobiska Numerical modeling of the equilibrium shapes of a ferrofluid drop in an external magnetic field Proc. Fluids, 37 , pp.