An experimental study of the migration of dilute suspensions of particles in Poiseuille flow at
Reynolds numbers from the entrance, changes from one centred at the annulus predicted by …

Numerical simulations of uniform flow past a sphere are presented for Reynolds numbers
from 100 to 500. The Navier–Stokes equations are discretized in three-dimensional space …

This paper presents a theoretical analysis of the force and moment balance during incipient
motion of a single particle. The analysis showed that large particles start their motion by …

Three-dimensional numerical solutions have been obtained for steady, linear shear flow
past a fixed, heated spherical particle over a wide range of Reynolds number (0.1 [les] R …

We consider the rotation of small neutrally buoyant axisymmetric particles in a viscous
steady shear flow. When inertial effects are negligible the problem exhibits infinitely many …

The flow past a thin oblate spheroid falling at terminal velocity in an infinite, viscous fluid was
investigated using a numerical solution of the steady-state Navier-Stokes equations of …

This paper is the first in a series of investigations having the overall objective of developing
a new technique for treating the slow viscous motion past finite assemblages of particles of …

Oscillatory translational and rotational motions of small particles in viscous fluids are studied
for two cases:(i) circular disks and (ii) nearly spherical particles. For circular disks, four …

The uniform flow past a sphere undergoing steady rotation about an axis transverse to the
free stream flow was investigated numerically. The objective was to reveal the effect of …

The steady-state equations of motion are solved for a fluid sphere translating in a quiescent
medium. A semi-analytical series truncation method is employed in conjunction with a cubic …