Velocity distribution in a rectangular channel, Physics

An approximate equation for the velocity distribution in a rectangular channel with turbulent flow is

1758_velocity distribution in a rectangular channel.png

where umax is the velocity at the surface, y is the distance from the floor of the channel, d is the depth of flow, and n is an exponent. Derive a formula for α as a function of n. What is the value of α for n = 1/7 (typical for turbulent flows)?

Posted Date: 3/11/2013 2:27:54 AM | Location : United States







Related Discussions:- Velocity distribution in a rectangular channel, Assignment Help, Ask Question on Velocity distribution in a rectangular channel, Get Answer, Expert's Help, Velocity distribution in a rectangular channel Discussions

Write discussion on Velocity distribution in a rectangular channel
Your posts are moderated
Related Questions

Critical angle in certain substance is 300. Calculate the polarization angle of the substance?


When designing & constructing Inductance standards, what considerations must be taken into account? Ans: Construction of Inductors: Constructional features of an inductor

In order to determine performance of program normal form of analysis of program is to just calculate total amount of CPU time needed to execute different part of program it implies

Two boys A and B are at two diametrically opposite points on a circle. At one instant the two start running on the circle; A anticlockwise with constant speed v and B clockwise wit

Illustrate the A and B coefficients of Einstein in shortly. Einstein’s A and B coefficients: Einstein suggested a mathematical expression for the existence of stimulated emi

how to find the gradient of factors with x and y

What do you understand by half period zones? What is their other name? Distinguish between physical and geometric (wave) approximations of light.

Motion of an object in a straight line is known one dimensional motion. The location of a particle in one dimensional motion can be defined by only one variable (say x). For a pa