In this seminar we will investigate numerical methods for the simulation of viscous flow. This applies for example to the behavior of lava or ice. We will extend the treatment to the modeling of two-phase flow, where we have a mixture of air and water, or water and oil for example. In this case, we have to consider how the two phases are represented numerically, and how physical effects like surface tension can be taken into account.
Basic knowledge on interpolation, numerical quadrature, finite element methods for elliptic PDEs and saddle point systems will be advantageous.
This is the link to the announcement including literature references.
The seminar takes place on Mondays at 3:00pm c.t. in room 6.020, Wegelerstr. 6.
|03.11.14||EL||Block preconditioners for saddle point systems||ok|
|10.11.14||CA||The least-squares commutator preconditioner||ok|
|08.12.14||NL||Numerical methods for the advection-diffusion equation||ok|
|15.12.14||NR||The level set method||ok|
|22.12.14||LS||Gradient augmented level set methods||ok|
|12.01.15||FR||Numerical modeling of surface tension||ok|
|17.01.15||PH||The arbitrary Lagrangian-Eulerian (ALE) method||ok|