Previous work on the slow motion of drops in non-Newtonian liquids has been reviewed. The variational principles have been employed to obtain approximate upper and lower bounds on drag force experienced by a fluid sphere moving slowly in Carreau model fluids. The paper is concluded by presenting a comparison with the appropriate experimental data available in the literature
The creeping motion of a rigid slip sphere in an unbounded couple stress fluid is investigated. The ...
This paper deals with the drag factor of the multiple spherical liquid drops in thecreeping motion b...
In this work, the numerical solution of Hill's variational principles is presented for the estimatio...
Abstract. Slow motion of an Oldroyd fluid past a sphere has been investigated using matched asymptot...
An approach to the calculation of drag and velocity of a single Newtonian fluid sphere moving slowly...
The time needed for the contact of two spheres or a sphere with a rigid plane is mainly controlled b...
Stokes' and Seth's solutions for the slow motion of a sphere in a viscous, incompressible liquid hav...
Creeping motion of incompressible Newtonian media past axisymmetric fluid and rigid particles has be...
Using the formulation of Hopke and Slattery, upper and lower bounds on the drag coefficient of a sph...
We study a slowly moving sphere in fluids where the viscosity depends upon factors such as shear-rat...
Slow motion of an Oldroyd fluid past a sphere has been investigated using matched asymptotic techniq...
[[abstract]]The drag on a rigid sphere in a spherical dispersion containing Carreau fluid is investi...
[[abstract]]The drag coefficient of an isolated, rigid cylindrical particle in a Carreau fluid is ev...
The equations of motion in conjunction with the free surface cell model have been solved numerically...
Extensive experimental results on the free fall of a range of non-spherical particles such as square...
The creeping motion of a rigid slip sphere in an unbounded couple stress fluid is investigated. The ...
This paper deals with the drag factor of the multiple spherical liquid drops in thecreeping motion b...
In this work, the numerical solution of Hill's variational principles is presented for the estimatio...
Abstract. Slow motion of an Oldroyd fluid past a sphere has been investigated using matched asymptot...
An approach to the calculation of drag and velocity of a single Newtonian fluid sphere moving slowly...
The time needed for the contact of two spheres or a sphere with a rigid plane is mainly controlled b...
Stokes' and Seth's solutions for the slow motion of a sphere in a viscous, incompressible liquid hav...
Creeping motion of incompressible Newtonian media past axisymmetric fluid and rigid particles has be...
Using the formulation of Hopke and Slattery, upper and lower bounds on the drag coefficient of a sph...
We study a slowly moving sphere in fluids where the viscosity depends upon factors such as shear-rat...
Slow motion of an Oldroyd fluid past a sphere has been investigated using matched asymptotic techniq...
[[abstract]]The drag on a rigid sphere in a spherical dispersion containing Carreau fluid is investi...
[[abstract]]The drag coefficient of an isolated, rigid cylindrical particle in a Carreau fluid is ev...
The equations of motion in conjunction with the free surface cell model have been solved numerically...
Extensive experimental results on the free fall of a range of non-spherical particles such as square...
The creeping motion of a rigid slip sphere in an unbounded couple stress fluid is investigated. The ...
This paper deals with the drag factor of the multiple spherical liquid drops in thecreeping motion b...
In this work, the numerical solution of Hill's variational principles is presented for the estimatio...
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