Emilio Barchiesi
From simple architectures to rich phenomenology: the case of pantographic waveguides
Short abstract:
Pantographic waveguides represent a distinctive class of mechanical metamaterials whose response is governed by the interplay of geometric constraints and nonlinearity. Their architecture, an array of hinge-connected slender elements arranged in a diamond-shaped lattice, enables large deformations with minimal energy cost, followed by a rapid transition to a stiffened regime as the cells approach full extension.
In this talk, I will demonstrate that elastic rarefaction solitary waves can propagate in monolayered pantographic waveguides. The analysis will be conducted within a homogenized continuum framework derived from a discrete lattice model endowed with Hookean interaction potentials.
Chiara Gavioli
Modeling fluid diffusion in partially saturated porous media
Short abstract:
This talk explores fluid diffusion in partially saturated porous media, focusing on how surface tension induces hysteresis in the pressure-saturation relation. We model this via a Preisach operator, leading to a challenging, degenerate $N$-dimensional problem. I will present a convexification argument to prove the existence of solutions, showing how this approach remains valid even when accounting for gravity, viscoelasticity, and saturation-dependent permeability.
Yao Shan
Modeling of dynamic issues of high-speed railway subgrade
Short abstract:
The operational safety of high-speed trains (operating at speeds approaching 400 km/h and even higher) is highly sensitive to track irregularities. Such irregularities occur far more frequently on subgrade sections than on bridge and tunnel sections. This presentation introduces subgrade dynamic modeling in three parts: