In Chap 8 a theory gives the velocities for flow past a cylinder vr Ucos theta (1 minus R2 r2 ) v theta minus Usin theta (1 R2 r2) Compute the volume flow Q passing through surface CC in the figure Imaginary surface Width b into paper 2R...

This problem is quite laborious and illustrates the difficulty of working with polar velocity com ...

In Chap. 8 a theory gives the velocities for flow past a cylinder: vr = Ucosθ (1−R2/r2

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In Chap. 8 a theory gives the velocities for flow past a cylinder:
vr = Ucosθ (1−R2/r2 )
vθ = −Usinθ (1+R2/r2)
Compute the volume flow Q passing through surface CC in the figure.

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Principles of heat transfer

ISBN: 978-0495667704

7th Edition

Authors: Frank Kreith, Raj M. Manglik, Mark S. Bohn

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Question Posted: Jan 13, 2010 02:49 AM

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In Chap. 8 a theory gives the velocities for flow past a cylinder: vr = Ucosθ (1−R2/r2

Question:

Imaginary surface Width b into paper 2R

Step by Step Answer:

This problem is quite laborious and illustrates the difficulty of working with polar velocity com...View the full answer

Principles of heat transfer

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