In between two fluids at two different temperatures (as shown in the figure) there is a rectangular wall with 30 m? cros-sectional area and width 20 cm in which energy is generated by an electrical wiring system. The temperature distribution in the Wall is given by: Cold fluid at Hot fluid at Wall 160 °C 20 °C T(x)= 140-620x+52x? Where T (°C) and x (m) k= 12 W/m.K a) Calculate the heat transfer coefficients at the hot and cold fluid sides. b) Calculate the energy generation per volume in the wall

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
8th Edition
ISBN:9781305387102
Author:Kreith, Frank; Manglik, Raj M.
Publisher:Kreith, Frank; Manglik, Raj M.
Chapter2: Steady Heat Conduction
Section: Chapter Questions
Problem 2.24P
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In between two fluids at two different temperatures (as
shown in the figure) there is a rectangular wall with 30 m?
cros-sectional area and width 20 cm in which energy is
generated by an electrical wiring system. The temperature
distribution in the Wall is given by:
Cold
fluid at
Hot fluid
at
Wall
160 °C
20 °C
T(x)= 140-620x+52x?
Where T (°C) and x (m)
k= 12 W/m.K
a) Calculate the heat transfer coefficients at the hot and
cold fluid sides.
b) Calculate the energy generation per volume in the
wall
Transcribed Image Text:In between two fluids at two different temperatures (as shown in the figure) there is a rectangular wall with 30 m? cros-sectional area and width 20 cm in which energy is generated by an electrical wiring system. The temperature distribution in the Wall is given by: Cold fluid at Hot fluid at Wall 160 °C 20 °C T(x)= 140-620x+52x? Where T (°C) and x (m) k= 12 W/m.K a) Calculate the heat transfer coefficients at the hot and cold fluid sides. b) Calculate the energy generation per volume in the wall
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