Mathematical modeling and numerical simulations for classical, quantistic and relativistic fluids
This research line concerns both the mathematical modelization and the numerical simulations for fluid systems in classical, quantistic and relativistic conditions. In particular, the dynamics of fluids (ideal, viscous, non-Newtonian) is studied at all scales of interest for the applications: from cosmology, to engineering, climate, bio-fluidics at different scales, namely electronic, nuclear and subnuclear.
Here below the main topics of recent interst.
Theoretical fluidodinamics, computational fluidodynamics, mechanics of continua, statistical mechanics, optimization, convection problems in porous media, general relativity, extended theories of gravity.
KEYWORDS: Fluid dynamics, mathematical modeling, numerical simulations, continuum mechanics, statistical mechanics, relativistic mechanics
PARTECIPANTS: MASSIMO BERNASCHI, DONATO BINI, ANDREA DI MASCIO, ANTONIO LAMURA, RICCARDO MARCH, DANIELA MANSUTTI, DANIELE PERI, GIUSEPPE PONTRELLI, SAURO SUCCI, FEDERICO TOSCHI,
PUBBLICATIONS:
LINK: http://
PARTECIPANTS: MASSIMO BERNASCHI, DONATO BINI, ANDREA DI MASCIO, ANTONIO LAMURA, RICCARDO MARCH, DANIELA MANSUTTI, DANIELE PERI, GIUSEPPE PONTRELLI, SAURO SUCCI, FEDERICO TOSCHI,
PUBBLICATIONS:
to be added later
LINK: http://
GALLERY:
