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A locally conservative and energy-stable finite element for the Navier--Stokes problem on time-dependent domains

By Tamás Horváth and Sander Rhebergen
We present a finite element method for the incompressible Navier--Stokes problem that is locally conservative, energy-stable and pressure-robust on time-dependent domains. To achieve this, the space--time formulation of the Navier--Stokes problem is considered. The space--time domain is partitioned into space--time slabs which in turn are partitioned into space--time simplices. A... Show more
December 1, 2018
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A locally conservative and energy-stable finite element for the Navier--Stokes problem on time-dependent domains
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