activity
20192023
most citedFlood propagation modelling with the Local Inertia Approximation: theoretical and numerical analysis of its physical limitations

21 citations · 36 across the 5 of their papers we have counts for

collaborators

5 papers

physics.flu-dyn2023

Mathematical and numerical modelling of rapid transients at partially lifted sluice gates

Luca Cozzolino, Giada Varra, Luigi Cimorelli +1

The present paper deals with the modelling of rapid transients at partially lifted sluice gates from both a mathematical and numerical perspective in the context of the Shallow wat…

physics.flu-dyn2023

Coping with geometric discontinuities in porous shallow water models

Giada Varra, Renata Della Morte, Luigi Cimorelli +1

Porosity-based models are a viable alternative to classical two-dimensional (2-d) Shallow water Equations (SWE) when the interaction of shallow flows with obstacles is modelled. Th…

physics.geo-ph2020★ 6 cited

Friction decoupling and loss of rotational invariance in flooding models

Luca Cozzolino, Giada Varra, Luigi Cimorelli +2

Friction decoupling, i.e. the computation of friction vector components making separate use of the corresponding velocity components, is common in staggered grid models of the SWE…

physics.flu-dyn2020★ 9 cited

The exact solution to the Shallow water Equations Riemann problem at width jumps in rectangular channels

Giada Varra, Veronica Pepe, Luigi Cimorelli +2

Riemann problems at geometric discontinuities are a classic and fascinating issue of hydraulics. In the present paper, the complete solution to the Riemann problem of the one-dimen…

physics.geo-ph2019★ 21 cited

Flood propagation modelling with the Local Inertia Approximation: theoretical and numerical analysis of its physical limitations

Luca Cozzolino, Luigi Cimorelli, Renata Della Morte +3

Attention of the researchers has increased towards a simplification of the complete Shallow water Equations called the Local Inertia Approximation (LInA), which is obtained by negl…