This work concerns the enrichment of Discontinuous Galerkin (DG) bases, so that the
resulting scheme provides a much better approximation of steady solutions to hyperbolic …

In this paper, we present a cylindrical discontinuous Galerkin method for compressible flows
in axisymmetric geometry. The axisymmetric Euler equations in geometric flux form are …

The influence of free-stream conicity on the various aspects of the flow over a spherical test
model is examined using both analytical and numerical methods. For the analytical method …

The context of this work is the development of first order total variation diminishing (TVD)
implicit-explicit (IMEX) Runge-Kutta (RK) schemes as a basis of a Multidimensional Optimal …

We present jf1uids, a one-dimensional fluid solver that can, by virtue of a geometric
formulation of the Euler equations, model radially symmetric fluid problems in a conservative …

When two differently-charged objects are brought in close proximity to each other, the
resulting high electric fields can cause electron avalanche breakdown of the air gap …

The stability of the contact interface for radial shock tubes is investigated as a model for
explosive dispersal. The advection upstream splitting method with velocity and pressure …

A numerical scheme previously developed at CMT-Heat Engines Institute was implemented
in Python during the project, this software is able to solve the Euler equations in 3D. Several …

[ES] En este proyecto, se implementó en Python un esquema numérico ya originado
previamente en el instituto de investigación CMT-Motores Térmicos que es capaz de …