The rate of heat transfer through a composite pipe is given by the equation: Cold fluid (air) hot B (A) Hot fluid i 2tL(tnf – tef) Q = 1 + In (r2/ri) , In (r3/r2) . 1 + + ka kg hef.3] Where the subscript hf refers to the hot fluid and cf refers to the cold fluid. h is the convective heat transfer coefficient and k is the thermal conductivity. Write the equation in primary dimensions and show that it is homogenous.

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
8th Edition
ISBN:9781305387102
Author:Kreith, Frank; Manglik, Raj M.
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Chapter7: Forced Convection Inside Tubes And Ducts
Section: Chapter Questions
Problem 7.35P
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Kindly solve this using Primary Dimensions. Thank you very much 

The rate of heat transfer through a composite pipe is given by the equation:
Cold fluid (air)
tof
(A
Hot
fluid :
tht
2tL(tnf – tef)
Q
In (r2/r¡) , In (r3/r2)
+
1
+
1
[hnf•r1
KA
kB
hef.73]
convective heat transfer coefficient and k is the thermal conductivity. Write the equation
in primary dimensions and show that it is homogenous.
Where the subscript hf refers to the hot fluid and cf refers to the cold fluid. h is the
B.
Transcribed Image Text:The rate of heat transfer through a composite pipe is given by the equation: Cold fluid (air) tof (A Hot fluid : tht 2tL(tnf – tef) Q In (r2/r¡) , In (r3/r2) + 1 + 1 [hnf•r1 KA kB hef.73] convective heat transfer coefficient and k is the thermal conductivity. Write the equation in primary dimensions and show that it is homogenous. Where the subscript hf refers to the hot fluid and cf refers to the cold fluid. h is the B.
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