A numerical simulation of a suspension of two-dimensional solid particles in a Newtonian fluid under planar extensional flow is presented.
A general approach is presented to evaluate the vibratory response of fluid-loaded planar vibrators to broadband time dependent excitations for either radiation or scattering problems.
A planar fluid interface was formed in the upstream straight channel by feeding two fluids at the same rate.
Where fluid inclusions formed planar arrays within or cutting across crystals, they were interpreted to be of secondary origin.
The basic equations previously derived for a one-component fluid near a planar wall are extended to a multicomponent fluid.
The application of the transfer matrix method to problems of fluid flow in planar curved pipes is presented.
Expressions for calculating steady state mass transfer rates in n-component fluid mixtures across planar, cylindrical and spherical interfaces are presented in a common format using matrix formulations.
We give a new application of the theory of holomorphic motions to study the distortion of level lines of harmonic functions and stream lines of ideal planar fluid flow.
Several studies using Xenopus embryos have investigated the relationship among cilia-driven fluid forces, epidermal planar cell polarity, and cilia development [ 3, 14].
By an instantaneous movement of the torsion head, a torque is applied to the measurement body placed in the planar fluid interface of water/oil in a measuring vessel.
In these cells, the orientation of cilia responds to both fluid flow and planar cell polarity cues [ 51], with the cilia in turn generating a fluid flow-field that extends over the whole tissue to influence the orientation of other cilia [ 52, 53], thus blurring the usual distinction between local and global levels of organization.
