We present a novel high order semi-implicit hybrid finite volume/virtual element numerical
scheme for the solution of compressible flows on Voronoi tessellations. The method relies …

We introduce a new family of high order accurate semi-implicit schemes for the solution of
nonlinear time-dependent systems of partial differential equations (PDE) on unstructured …

In the context of achieving the goals of carbon peaking and carbon neutrality, the
development of clean resources has become an essential strategic support for the low …

We present a quantitative assessment of the impact of high-order map**s on the
simulation of flows over complex orography. Curved boundaries were not used in early …

We systematically validate the static local mesh refinement capabilities of a recently
proposed implicit–explicit discontinuous Galerkin scheme implemented in the framework of …

We consider three conservative forms of the weakly compressible Euler equations, called
CE1, CE2 and CE3, with the goal of understanding which leads to the most accurate and …

In this article we design a finite volume semi-implicit IMEX scheme for the incompressible
Navier-Stokes equations on evolving Chimera meshes. We employ a time discretization …

We propose an implicit discontinuous Galerkin (DG) discretization for incompressible two‐
phase flows using an artificial compressibility formulation. The conservative level set (CLS) …

In this paper we present a new high order semi-implicit discontinuous-Galerkin (DG) scheme
on two-dimensional staggered triangular meshes applied to different nonlinear systems of …

In this thesis, we analyze two-phase flows with emphasis on geometric variables that arise in
their description. Two-phase flows play an important role in several natural processes and …