AllRefer.com Reference and Encyclopedia Resource 

AllRefer Channels :: Health | Yellow Pages | | Reference | Weather

November 09, 2009  
 Earth & Environment
 Literature & Arts
 Philosophy & Religion
 Medicine
 People
 Places
 Science & Technology
 Plants & Animals
 Social Science & Law
 Sports & Everyday Life
 History
 Country Studies
A B C D E F G H I J

K L M N O P Q R S

T U V W X Y Z

 United States
 Mexico
 Canada
 Other countries
A B C D E F G H I J

K L M N O P Q R S

T U V W X Y Z

 Countries
 Flags
 Maps

You are here : AllRefer.com > Reference > Encyclopedia > Physics > Reynolds number
By Alphabet : Encyclopedia A-Z > R

Reynolds number, Physics

Related Category: Physics

Reynolds number [for Osborne Reynolds], dimensionless quantity associated with the smoothness of flow of a fluid. It is an important quantity used in aerodynamics and hydraulics. At low velocities fluid flow is smooth, or laminar, and the fluid can be pictured as a series of parallel layers, or lamina, moving at different velocities. The fluid friction between these layers gives rise to viscosity. As the fluid flows more rapidly, it reaches a velocity, known as the critical velocity, at which the motion changes from laminar to turbulent (see turbulence), with the formation of eddy currents and vortices that disturb the flow. The Reynolds number for the flow of a fluid of density and viscosity through a pipe of inside diameter d is given by R=dv/, where v is the velocity. The Reynolds number for laminar flow in cylindrical pipes is about 1,000.



The Columbia Electronic Encyclopedia Copyright © 2009, Columbia University Press.
Licensed from Columbia University Press. All rights reserved.



Topics that might be of interest to you:

friction
Osborne Reynolds
turbulence
viscosity

Related Categories:

Science and Technology > Physics
[an error occurred while processing this directive]


SITE MAPS


Content on this web site is provided for informational purposes only. We accept no responsibility for any loss, injury or inconvenience sustained by any person resulting from information published on this site. We encourage you to verify any critical information with the relevant authorities.

About Us | Contact Us | Terms of Use | Privacy | Links Directory
Link to AllRefer.com | Add AllRefer.com Search to your site
| Healthopedia.com  
Copyright © 2009 Par Web Solutions All Rights reserved.
Site best viewed in 800 x 600 resolution.