Consider a nonlinear model that describes the behavior of a Bingham fluid in a thin layer represented by the open] 0, 1 [×] ε > 0, is a small parameter. After transforming the problem into a problem defined on open sets ] 0, 1 [×] 0, 1 [, we study the limit when ε→0. We study the existence and uniqueness of the problem limit and compared with a one-dimensional model used by engineers
AbstractDifferential inequality techniques are used to obtain the existence and approximations of bo...
The slow Poiseuille flow of a Bingham fluid in an infinitely long gap of slowly varying width is co...
By using dimension reduction and homogenization techniques, we study the steady flow of an incompres...
Consider a nonlinear model that describes the behavior of a Bingham fluid in a thin layer represente...
A nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a thin lay...
A nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a thin lay...
AbstractA nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a ...
AbstractA nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a ...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We consider an incompressible Bingham flow in a thin domain with rough boundary, under the action of...
We consider an incompressible Bingham flow in a thin domain with rough boundary, under the action of...
AbstractDifferential inequality techniques are used to obtain the existence and approximations of bo...
AbstractDifferential inequality techniques are used to obtain the existence and approximations of bo...
The slow Poiseuille flow of a Bingham fluid in an infinitely long gap of slowly varying width is co...
By using dimension reduction and homogenization techniques, we study the steady flow of an incompres...
Consider a nonlinear model that describes the behavior of a Bingham fluid in a thin layer represente...
A nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a thin lay...
A nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a thin lay...
AbstractA nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a ...
AbstractA nonlinear stationary model describing the behaviour of a Bingham fluid is considered in a ...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We study the steady incompressible flow of a Bingham fluid in a thin T-like shaped domain, under the...
We consider an incompressible Bingham flow in a thin domain with rough boundary, under the action of...
We consider an incompressible Bingham flow in a thin domain with rough boundary, under the action of...
AbstractDifferential inequality techniques are used to obtain the existence and approximations of bo...
AbstractDifferential inequality techniques are used to obtain the existence and approximations of bo...
The slow Poiseuille flow of a Bingham fluid in an infinitely long gap of slowly varying width is co...
By using dimension reduction and homogenization techniques, we study the steady flow of an incompres...