Tuesday, June 23, 2020 - 14:15 in ZOOM - Video Conference
Dissipative solutions in the context of the numerical approximation of nematic electrolytes
A talk in the Oberseminar Numerik series by
Robert Lasarzik
| Abstract: |
ID 926 5310 0938, Password 1928
In this talk, I introduce dissipative solutions as a generalized solution
concept to systems of nonlinear PDEs. This solution concept is compared to
widely accepted weak and measure-valued solutions and advantages and
disadvantages are discussed.
Especially, a recent result on a fully discrete, structure inheriting,
finite element approximation for nematic electrolytes is highlighted, as
well as the convergence of solutions to this scheme towards dissipative
solutions of the full PDE model.
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