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Flow Laminarization and Acceleration by Suspended Particles

SIAM Journal on Applied Mathematics, 2015
In [Comm. Appl. Math. Comput. Sci., 4 (2009), pp. 153-175], Barenblatt presents a model for partial laminarization and acceleration of shear flows by the presence of suspended particles of different sizes, and provides a formal asymptotic analysis of the resulting velocity equation. In the present paper we revisit the model.
BERTSCH, MICHIEL   +2 more
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Laminar Convection In Internal Flow

2021
In Chap. 1, we have introduced the concept of convection through a phenomenological description by introducing h, the convection heat transfer coefficient. The heat transfer coefficient was introduced through the so-called “Newton’s law of cooling”. In many problems encountered in conduction heat transfer, we have made use of a suitable “h” value to ...
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LAMINAR FLOW

1966
Publisher Summary This chapter presents an overview of laminar flow. If the fully established flow in a duct is laminar; then the velocity distribution over a cross-section can be obtained quite easily, because at any given time only pressure and viscous forces act on a fluid particle.
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Laminar Flow Fields

2015
In this chapter we apply the macroscopic balance equations that have been developed in Chap. 3 to study a few important problems. First, the pipe flow of a Newtonian fluid is considered in Sect. 5.1; then, in Sects. 5.2 and 5.3, this case is generalized to non-Newtonian fluids, stressing how the velocity profiles and the consequent pressure drops are ...
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Converting steady laminar flow to oscillatory flow through a hydroelasticity approach at microscales.

Lab on a Chip, 2012
We report a hydroelasticity-based microfluidic oscillator that converts otherwise steady laminar flow to oscillatory flow. It incorporates an elastic diaphragm to enhance nonlinearity of the flow. Negative differential flow resistance is observed.
H. Xia   +5 more
semanticscholar   +1 more source

Viscous Laminar Flow

2010
As briefly discussed in Chapter 4, the motion of Newtonian fluids is described by the Navier-Stokes equations. Due to the non-linear nature of these equations and the general complexity of the flow geometry, analytical solutions of Navier-Stoke’s equations has been exhibiting a major problem in fluid mechanics. The continuous development in the area of
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Dispersion in Laminar Flows

1980
The dispersion of clusters of small spherical particles (20–400 m) suspended in a liquid has been studied by subjecting them to linear two-dimensional flow fields which include pure shear as one limit pure rotation as the other with simple shear as an intermediate case.
R. L. Powell, S. G. Mason
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Spiral Laminar Flow in Vivo

Clinical Science, 1996
1. Blood flow patterns are poorly understood despite their impact on arterial disease. There have been few measurements in vivo of the three-dimensional blood flow patterns; we present the results of such studies using a new non-invasive in-vivo method of examining biplanar arterial blood flow patterns. 2.
Stonebridge, P. A.   +3 more
openaire   +3 more sources

Spiral laminar flow in arteries?

The Lancet, 1991
Spiral blood-flow patterns in infrainguinal blood-vessels were observed at angioscopy in 54 patients who underwent peripheral vascular reconstruction; the endoluminal surface had spiral folds in 51 of 75 arteries examined. Spiral flow patterns, congruous with inherent endoluminal anatomical features, might more accurately represent blood-flow in ...
Peter A Stonebridge, Colleen M. Brophy
openaire   +3 more sources

Aircraft Design with Active Load Alleviation and Natural Laminar Flow

, 2012
Maneuver load alleviation, gust load alleviation, and natural laminar flow are integrated into aircraft conceptual design. The concurrent design of the aircraft and its active load alleviation systems can yield significant gains.
Jia Xu, I. Kroo
semanticscholar   +1 more source

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