We consider a stationary equation modeling the slip flow in a hard disk drive. A result of existence is proven under different hypotheses than in the literature. The uniqueness of solution followed from monotonicity techniques for nonlinear PDEs
AbstractWe consider the non-linear elliptic equation ∇·A(x,p)∇p=∇·b(x,p) with positive Dirichlet bou...
In this article, axisymmetric stagnation-point flow of a third-grade fluid over a disk lubricated wi...
We study in this paper the movement of a rigid solid inside an incompressible Navier-Stokes flow, wi...
Abstract. This work studies an initial boundary value problem for nonlinear degenerate parabolic equ...
AbstractThe purpose of this paper is to study a mathematical model of hydrodynamic lubrication when ...
AbstractThe steady flows of a non-Newtonian fluid are considered when the slippage between the plate...
In this paper we deal with the boundary value problem for the stationary flow for Newtonian and inco...
International audienceThe existence of global weak solutions is proved for one-dimensional lubricati...
AbstractThe decreasing of the distance between the head and the magnetic disk surface leads to a mod...
AbstractWe consider stationary and nonstationary problems of viscous incompressible fluid flows with...
A set of lubrication models for the thin film flow of incompressible fluids on solid substrates is d...
AbstractStrong solutions of the non-stationary Navier–Stokes equations under non-linearized slip or ...
Slip-corrected Reynolds equations have not been widely used in the air bearing simulations for the h...
A set of lubrication models for the thin film flow of incompressible fluids on solid substrates is d...
We study a mathematical model describing flows of electrorheological fluids. A theorem of existence ...
AbstractWe consider the non-linear elliptic equation ∇·A(x,p)∇p=∇·b(x,p) with positive Dirichlet bou...
In this article, axisymmetric stagnation-point flow of a third-grade fluid over a disk lubricated wi...
We study in this paper the movement of a rigid solid inside an incompressible Navier-Stokes flow, wi...
Abstract. This work studies an initial boundary value problem for nonlinear degenerate parabolic equ...
AbstractThe purpose of this paper is to study a mathematical model of hydrodynamic lubrication when ...
AbstractThe steady flows of a non-Newtonian fluid are considered when the slippage between the plate...
In this paper we deal with the boundary value problem for the stationary flow for Newtonian and inco...
International audienceThe existence of global weak solutions is proved for one-dimensional lubricati...
AbstractThe decreasing of the distance between the head and the magnetic disk surface leads to a mod...
AbstractWe consider stationary and nonstationary problems of viscous incompressible fluid flows with...
A set of lubrication models for the thin film flow of incompressible fluids on solid substrates is d...
AbstractStrong solutions of the non-stationary Navier–Stokes equations under non-linearized slip or ...
Slip-corrected Reynolds equations have not been widely used in the air bearing simulations for the h...
A set of lubrication models for the thin film flow of incompressible fluids on solid substrates is d...
We study a mathematical model describing flows of electrorheological fluids. A theorem of existence ...
AbstractWe consider the non-linear elliptic equation ∇·A(x,p)∇p=∇·b(x,p) with positive Dirichlet bou...
In this article, axisymmetric stagnation-point flow of a third-grade fluid over a disk lubricated wi...
We study in this paper the movement of a rigid solid inside an incompressible Navier-Stokes flow, wi...
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