A new MOX Report entitled “Numerical validation of an adaptive model for the determination of nonlinear-flow regions in highly heterogeneos porous media” by Fumagalli, A.; Patacchini, F. S. has appeared in the MOX Report Collection. Check it out here: https://www.mate.polimi.it/biblioteca/add/qmox/45-2024.pdf Abstract: An adaptive model for the description of flows in highly heterogeneous porous media is developed in [13,14]. There, depending on the magnitude of the fluid’s velocity, the constitutive law linking velocity and pressure gradient is selected between two possible options, one better adapted to slow motion and the other to fast motion. We propose here to validate further this adaptive approach by means of more extensive numerical experiments, including a three-dimensional case, as well as to use such approach to determine a partition of the domain into slow- and fast-flow regions.
You may also like
A new MOX Report entitled “Discontinuous Galerkin time integration for second-order differential problems: formulations, analysis, and analogies” by Ciaramella, G.; Gander, M.J.; […]
A new MOX Report entitled “Neural Markov chain Monte Carlo: Bayesian inversion via normalizing flows and variational autoencoders” by Bottacini, G.; Torzoni, […]
A new MOX Report entitled “Optimized Schwarz Waveform Relaxation for the Damped Wave Equation” by Cicalese, G.; Ciaramella, G.; Mazzieri, I.; Gander, […]
A new MOX Report entitled “Geometric control by active mechanics of epithelial gap closure” by Pozzi, G.; Ciarletta, P. has appeared in […]
