Numerical simulation of vortex effect in an incompressible fluid
β Scribed by Piralishvili, Sh. A.; Pisarevskii, A. S.
- Book ID
- 120620424
- Publisher
- Springer
- Year
- 2013
- Tongue
- English
- Weight
- 266 KB
- Volume
- 48
- Category
- Article
- ISSN
- 0015-4628
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π SIMILAR VOLUMES
General equations which descrii vortex filaments in an incompressible, low viscosity fluid are derived. Perturbation theory, which leads to these equations, is based on the topological properties of the trajectories of steady flows of an ideal fluid. The vortex filament equations turn out to be simi
In this note we discuss the application of a methodology combining distributed Lagrange multiplier based fictitious domain techniques, finite element approximations and operator splitting, to the numerical simulation of the motion of an elliptic body falling in a Newtonian incompressible viscous flu
this note, we discuss the application of a methodology combining distributed Lagrange multiplier based fictitious domain techniques, finite-element approximations and operator splitting, to the numerical simulation of the motion of a tripole-like rigid body falling in a Newtonian incompressible visc