The hydrodynamic regime of charge transport has been recently realized in high-quality conductors. In the as well Ohmic regimes main part Hall resistance a long sample is determined by balance between Lorentz force and electric force, acting on conduction electrons. Experimentally observed deviations samples from such ''standard'' value are usually associated with viscosity term Navier-Stokes e...

Abstract. We study the scaling properties of heterogeneities in nematic (liquid crystal) polymers that are generated by pressure-driven, capillary Poiseuille flow. These studies complement our earlier drag-driven structure simulations and analyses. We use the mesoscopic Doi-Marrucci-Greco model, which incorporates excluded-volume interactions of the rod-like particle ensemble, distortional elas...

This paper looked into the effect of heat transfer on magnetohydrodynamics oscillatory flow Prandtl-Eyring Fluid through a porous channel. The perturbation procedure is used to obtain accurate forms for velocity profiles. and discuss solutions two types "Couette Poiseuille flow" this problem. results are presented by graphs. first section in your paper.

A theoretical investigation into the prediction and measurement of squeeze film stiffness and damping for double hole entry hybrid journal bearings has been undertaken together with a review of previous work to identify critical bearing parameters. The analysis used a partial differentiation of the Poiseuille and Hagen-Poiseuille flow equations to develop a mathematical model for the bearing sq...

In this study, we used a three-dimensional biconcave capsule with residual stress field to numerically simulate the dynamics of single red blood cell (RBC) in both confined and unconfined Poiseuille flow. We confirm that taking stress-free configuration RBC be an oblate near-sphere leads results which are most consistent experiments shear flow settings.

Unsteady viscous flows and Stokes’s first problem are examined. Three problems are considered: unsteady Couette flow, unsteady Poiseuille flow, and unsteady boundary layer flow. The relationship between these three fundamental unsteady flows and Stokes’ first problem is illustrated. Scaling principles are used to deduce the short time and long time characteristics of these three problems. Asymp...

The alignment properties and distribution of flow speed during Poiseuille flow through a microchannel of a nematic liquid crystal in a cell with homeotropic surface alignment has been measured using a combination of conoscopy, fluorescence confocal polarizing microscopy, and time-lapse imaging. Two topologically distinct director profiles, with associated fluid velocity fields, are found to exi...

A polynomial expansion procedure and an analytical discrete-ordinates method are used to solve a collection of basic flow problems based on a rigorous version of the linearized Boltzmann equation for rigid-sphere interactions. In particular, two half-space problems, Kramers and thermal creep, and three problems defined by flow in a plane-parallel channel, Poiseuille, thermalcreep and Couette fl...