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2017 Articolo in rivista metadata only access

A magneto-viscoelasticity problem with a singular memory kernel

Carillo Sandra ; Chipot Michel ; Valente Vanda ; Caffarelli Giorgio Vergara

The existence of solutions to a one-dimensional problem arising in magneto-viscoelasticity is here considered. Specifically, a non-linear system of integro-differential equations is analysed; it is obtained coupling an integro-differential equation modelling the viscoelastic behaviour, in which the kernel represents the relaxation function, with the non-linear partial differential equations modelling the presence of a magnetic field. The case under investigation generalizes a previous study since the relaxation function is allowed to be unbounded at the origin, provided it belongs to L-1; the magnetic model equation adopted, as in the previous results (Garillo et al., 2011, 2012; Chipot et al. 2008, 2009) is the penalized Ginzburg-Landau magnetic evolution equation. (C) 2016 Elsevier Ltd. All rights reserved.

Magneto-viscoelastic materials Nonlinear integro-differential problem Materials with memory Singular kernel
CNR IRIS
2013 Articolo in rivista metadata only access

A linear viscoelasticity problem with a singular me mory kernel: an uniqueness and existence result

Carillo S ; Valente V ; Vergara Caffarelli G
CNR IRIS
2012 Articolo in rivista metadata only access

An existence theorem for the magneto-viscoelastic problem

Carillo S ; Valente V ; Vergara Caffarelli G
CNR IRIS
2011 Articolo in rivista metadata only access

A result of existence and uniqueness for an integro-differential system in magneto-viscoelasticity

Carillo S ; Valente V ; Vergara Caffarelli G
CNR IRIS
2010 Contributo in Atti di convegno metadata only access

An existence theorem for the magneto-viscoelastic problem

Carillo S ; Valente V ; Vergara Caffarelli G
CNR IRIS
2010 Curatela di monografia / trattato scientifico metadata only access

Proceedings of the 6th European Conference on Elliptic and Parabolic Problems. Communications on Pure and Applied Analysis, vol 9, issue 5, 2010

Brighi B ; Chipot M ; Corbo Esposito A ; Mingione G ; Sbordone C ; Shafrir I ; Valente V ; VergaraCaffarelli G
CNR IRIS
2010 Articolo in rivista metadata only access

ON A NONLOCAL FUNCTIONAL ARISING IN THE STUDY OF THIN-FILM BLISTERING

Ansini N ; Valente V
CNR IRIS
2009 Articolo in rivista metadata only access

On a hyperbolic-parabolic system arising in magnetoelasticity

Chipot M ; Shafrir I ; Valente V ; Vergara Caffarelli G
CNR IRIS
2009 Altro metadata only access

On a nonlocal functional arising in the study of thin-film blistering

Ansini Nadia ; Valente Vanda
CNR IRIS
2008 Articolo in rivista metadata only access

A nonlocal problem arising in the study of magneto-elastic interactions

Chipot M ; Shafrir I ; Valente V ; Vergara Caffarelli G
CNR IRIS
2008 Articolo in rivista metadata only access

On a hyperbolic-parabolic system arising in magnetoelasticity

Chipot M ; Shafrir I ; Valente V ; Vergara Caffarelli G
CNR IRIS
2008 Articolo in rivista metadata only access

Numerical study of an evolutive model for magnetostrictive materials

Cerimele MM ; Pistella F ; Valente V
CNR IRIS
2007 Contributo in Atti di convegno metadata only access

A numerical approach to the dynamics of magnetoelastic materials

F Pistella ; V Valente
CNR IRIS
2007 Contributo in Atti di convegno metadata only access

Numerical experimentson the controllability of the Ginzburg-Landau equation

R Garzon ; V Valente
CNR IRIS
2007 Curatela di monografia / trattato scientifico metadata only access

Topics on Mathematics for Smart Systems

B Miara ; G Stavroulakis ; V Valente
CNR IRIS
2007 Articolo in rivista metadata only access

Numerical study of an evolutive model for magnetostrictive materials

Cerimele MM ; Pistella F ; Valente V
CNR IRIS
2007 Articolo in rivista metadata only access

On the dynamics of magneto-elastic interactions: existence of solutions and limit behaviors

Valente V ; Vergara Caffarelli G
CNR IRIS
2006 Presentazione / Comunicazione non pubblicata (convegno, evento, webinar...) metadata only access

Some remarks on modeling and simulation for the dynamics of magnetoelastic materials

Pistella F ; Valente V
CNR IRIS
2006 Contributo in Atti di convegno metadata only access

An evolutive model for magnetostrictive interacions: existence of weak solutions

Valente V
CNR IRIS
2006 Contributo in Atti di convegno metadata only access

On the numerical controllability of the Ginzburg-Landau equation

Garzon R ; Valente V
CNR IRIS