Add to ORKGWe prove that the exact non local equation derived by the present authors for the temporal linear evolution of the surface of a viscous incompressible fluid reduces asymptotically for high viscosity to a second order Mathieu type equa- tion proposed recently by Cerda and Tirapegui. The equation describes a strongly damped pendulum and the conditions of validity of the asymptotic regime are given in terms of the relevant physical parameters
ABSTRACT. By using a limit analysis for the motion equations of viscous fluid endowed with internal ...
We characterize the asymptotic speed of propagation of almost planar solutions to a semilinear visco...
Submitted by Jairo Amaro (jairo.amaro@sibi.ufrj.br) on 2019-06-26T16:53:48Z No. of bitstreams: 1 2...
We prove that the exact non local equation derived by the present authors for the temporal linear e...
We consider a layer of viscous incompressible fluid on a plate which can be vibrated vertically and ...
For a nonlinear system of coupled PDEs, that describes evolution of a viscous thin liquid sheet and ...
We derive an exact equation which is nonlocal in time for the linear evolution of the surface of a ...
We study nonlinear parabolic Stokes systems with an asymptotically linear structure. This refers to ...
In this paper the small-amplitude motion of multiple superposed viscous fluids is studied as a linea...
We consider the surface-tension-driven evolution of a thin two-dimensional sheet of viscous fluid wh...
We derive a complete asymptotic expansion for the singularly perturbed problem of acoustic wave prop...
The present paper deals with non Newtonian viscoelastic flows of Oldroyd-B type in thin domains. Suc...
We study the asymptotic behavior of an incompressible viscoelastic fluid and prove that the temporal...
International audienceA new framework for the asymptotic analysis of incompressible flows of complex...
The method of matched asymptotic expansions is employed to derive formulae for viscous corrections o...
ABSTRACT. By using a limit analysis for the motion equations of viscous fluid endowed with internal ...
We characterize the asymptotic speed of propagation of almost planar solutions to a semilinear visco...
Submitted by Jairo Amaro (jairo.amaro@sibi.ufrj.br) on 2019-06-26T16:53:48Z No. of bitstreams: 1 2...
We prove that the exact non local equation derived by the present authors for the temporal linear e...
We consider a layer of viscous incompressible fluid on a plate which can be vibrated vertically and ...
For a nonlinear system of coupled PDEs, that describes evolution of a viscous thin liquid sheet and ...
We derive an exact equation which is nonlocal in time for the linear evolution of the surface of a ...
We study nonlinear parabolic Stokes systems with an asymptotically linear structure. This refers to ...
In this paper the small-amplitude motion of multiple superposed viscous fluids is studied as a linea...
We consider the surface-tension-driven evolution of a thin two-dimensional sheet of viscous fluid wh...
We derive a complete asymptotic expansion for the singularly perturbed problem of acoustic wave prop...
The present paper deals with non Newtonian viscoelastic flows of Oldroyd-B type in thin domains. Suc...
We study the asymptotic behavior of an incompressible viscoelastic fluid and prove that the temporal...
International audienceA new framework for the asymptotic analysis of incompressible flows of complex...
The method of matched asymptotic expansions is employed to derive formulae for viscous corrections o...
ABSTRACT. By using a limit analysis for the motion equations of viscous fluid endowed with internal ...
We characterize the asymptotic speed of propagation of almost planar solutions to a semilinear visco...
Submitted by Jairo Amaro (jairo.amaro@sibi.ufrj.br) on 2019-06-26T16:53:48Z No. of bitstreams: 1 2...