Date
Thu, 05 Nov 2020
14:00
Location
Virtual
Speaker
Maxim Olshanskii
Organisation
University of Houston

We briefly review mathematical models of viscous deformable interfaces (such as plasma membranes) leading to fluid equations posed on (evolving) 2D surfaces embedded in $R^3$. We further report on some recent advances in understanding and numerical simulation of the resulting fluid systems using an unfitted finite element method.

 

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