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Consider a flow through a cross section of a circular pipe in which the flow is fully developed laminar flow, the parabolic equation for the fluid flow shown as below : r2 V = 2Vavg(1 in which r is the local radius, R is the radius of the inner wall of the pipe and Vavg is the average velocity. Sketch the velocity profile for the flow. Determine the momentum flux correction factor.

Consider a flow through a cross section of a circular pipe in which the flow is fully developed laminar flow, the parabolic equation for the fluid flow shown as below : r2 V = 2Vavg(1 in which r is the local radius, R is the radius of the inner wall of the pipe and Vavg is the average velocity. Sketch the velocity profile for the flow. Determine the momentum flux correction factor.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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V = 2Vavg(1 - r2 Q3(a) Consider a flow through a cross section of a circular pipe in which the flow is fully developed laminar flow, the parabolic equation for the fluid flow shown as below : V = 2Vavg(1 – z) R² in which r is the local radius, R is the radius of the inner wall of the pipe and Vavg is the average velocity. Sketch the velocity profile for the flow. Determine the momentum flux correction factor.
Transcribed Image Text:V = 2Vavg(1 - r2 Q3(a) Consider a flow through a cross section of a circular pipe in which the flow is fully developed laminar flow, the parabolic equation for the fluid flow shown as below : V = 2Vavg(1 – z) R² in which r is the local radius, R is the radius of the inner wall of the pipe and Vavg is the average velocity. Sketch the velocity profile for the flow. Determine the momentum flux correction factor.
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