activity
20092026
most citedThermal effects in adhesive contact: modelling and analysis

23 citations · 25 across the 8 of their papers we have counts for

collaborators

10 papers

math.AP2026

From damage to delamination via evolutionary Gamma-convergence in a rate-independent quasibrittle regime

Giovanna Bonfanti, Elisa Davoli, Riccarda Rossi +1

We analyze via Evolutionary Gamma-convergence a stratified composite structure consisting of a thin adhesive layer with vanishing thickness and undergoing rate-independent damage,…

math.AP2023

A coupled rate-dependent/rate-independent system for adhesive contact in Kirchhoff-Love plates

Giovanna Bonfanti, Elisa Davoli, Riccarda Rossi

We perform a dimension reduction analysis for a coupled rate-dependent/rate-independent adhesive-contact model in the setting of visco-elastodynamic plates. We work with a weak sol…

math.AP2021

Global existence for a highly nonlinear temperature-dependent system modeling nonlocal adhesive contact

Giovanna Bonfanti, Michele Colturato, Riccarda Rossi

In this paper we analyze a new temperature-dependent model for adhesive contact that encompasses nonlocal adhesive forces and damage effects, as well as nonlocal heat flux contribu…

cond-mat.mes-hall2020★ 2 cited

Time-Energy Uncertainty Limit for spin-related wavepacket evolution

G. Bonfanti, L. Diago-Cisneros

In this report we study the quantum transport of charge carriers for low dimensional systems with spin-orbit coupling by means of Heisenberg's inequalities. To develop our analysis…

math.AP2019

Dynamics of two linearly elastic bodies connected by a heavy thin soft viscoelastic layer

Elena Bonetti, Giovanna Bonfanti, Christian Licht +1

In this paper we extend the asymptotic analysis in [LLOO], performed on a structure consisting of two linearly elastic bodies connected by a thin soft nonlinear Kelvin-Voigt viscoe…

math.AP2017

Global existence for a nonlocal model for adhesive contact

Elena Bonetti, Giovanna Bonfanti, Riccarda Rossi

In this paper we address the analytical investigation of a model for adhesive contact, which includes nonlocal sources of damage on the contact surface, such as the elongation. The…

math.AP2014

Analysis of a model coupling volume and surface processes in thermoviscoelasticity

Elena Bonetti, Giovanna Bonfanti, Riccarda Rossi

We focus on a highly nonlinear evolutionary abstract PDE system describing volume processes coupled with surfaces processes in thermoviscoelasticity, featuring the quasi-static mom…

math.AP2012

Analysis of a temperature-dependent model for adhesive contact with friction

Elena Bonetti, Giovanna Bonfanti, Riccarda Rossi

We propose a model for unilateral contact with adhesion between a viscoelastic body and a rigid support, encompassing thermal and frictional effects. Following the approach by M. F…

math.AP2009

Long-time behaviour of a thermomechanical model for adhesive contact

Elena Bonetti, Giovanna Bonfanti, Riccarda Rossi

This paper deals with the large-time analysis of a PDE system modelling contact with adhesion, in the case when thermal effects are taken into account. The phenomenon of adhesive c…

math.AP2009★ 23 cited

Thermal effects in adhesive contact: modelling and analysis

Elena Bonetti, Giovanna Bonfanti, Riccarda Rossi

In this paper, we consider a contact problem with adhesion between a viscoelastic body and a rigid support, taking thermal effects into account. The PDE system we deal with is deri…