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Effect of Duration of in Vitro Culture Times on MicroRNA cargo in Equine Amniotic Mesenchymal Cells and Their Microvesicles
No full textSupplementary files of the paper "Effect of Duration of in Vitro Culture Times on MicroRNA cargo in Equine Amniotic Mesenchymal Cells and Their Microvesicles" Anna Lange-Consiglio, Barbara Lazzari, Flavia Pizzi, Alessandra Stella, Alessia Girani, Arianna Quintè, Fausto Cremonesi, Emanuele Capr
Effect of Duration of in Vitro Culture Times on MicroRNA cargo in Equine Amniotic Mesenchymal Cells and Their Microvesicles
No full textSupplementary files of the paper "Effect of Duration of in Vitro Culture Times on MicroRNA cargo in Equine Amniotic Mesenchymal Cells and Their Microvesicles" Anna Lange-Consiglio, Barbara Lazzari, Flavia Pizzi, Alessandra Stella, Alessia Girani, Arianna Quintè, Fausto Cremonesi, Emanuele Capr
Stability problems for an integrodifferential evolution equation for theories of non conducting material dielectrics
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Stability and energy decay rates in thermoelasticity
No full textWe consider the initial-boundary value problem for a linear thermoelastic material characterized by Cattaneo-Maxwell's constitutive equation for the heat flux. We prove existence and uniqueness theorems for weak and strong solutions of the evolutive problem. Moreover, the dissipative effects of Cattaneo-Maxwell's relation allow us to prove, for the unidimensional model, the exponential decay of the energy associated to the system
Sul comportamento asintotico dell'energia elettromagnetica in un materiale dielettrico lineare
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Energy decay in Green–Naghdi thermoelasticity with diffusion and dissipative boundary controls
Get PDFWe study the asymptotic behavior of the solutions of a three-dimensional
hyperbolic system arising in the Green–Naghdi models of thermoelasticity
with diffusion of type II and III, in the presence of dissipative boundary controls
and prove that the energy exponentially decays in time
Stability and Thermodynamic Restrictions for a Dual-Phase-Lag Thermal Model
Get PDFIn this paper, the seeming inconsistency highlighted by Fabrizio and Lazzari (Stability and second law of thermodynamics in dual-phase-lag heat conduction, Int. J. Heat Mass Transfer 74 (2014), 484-489) and Quintanilla and Racke (A note on stability of dual-phase-lag heat conduction, Int. J. Heat Mass Transfer 49 (2007), 1209-1213) for a thermoelastic material, between the thermodynamic restrictions and the stability conditions is studied. Actually, we show as these results are due to the use of different formulations of the thermodynamic principles, which are not always equivalent. So that, we prove by the model considered in the paper that these two formulations do not lead to the same restrictions on the constitutive equations. This analysis allowed us to restore the compatibility by an appropriate and wide representation of the Second Law
Free energies and asymptotic behaviour for incompressible viscoelastic fluids
No full textThe existence, uniqueness and asymptotic stability for an incompressible, linear viscometric fluid is studied using a new free energy, the representation of which is based on the notion of minimal state. A restriction imposed by thermodynamics is also used. Furthermore, an expression for the minimum free energy in the time domain is derived, which shows explicitly its dependence on the minimal state
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