For the composite wall idealized by the one-dimensional model shown in Figure P13-7, determine the interface temperatures. For element 1, let K = 5 W/(m - °C); for ele- ment 2, K = 10 W/(m - °C); and for element 3, K = 15 W/(m- °C). The left end has a constant temperature of 200°C and the right end has a constant temperature of 600°C. by using finite element method T- 200°C A=0.1 m? -T- 600°C

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
8th Edition
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Author:Kreith, Frank; Manglik, Raj M.
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Chapter1: Basic Modes Of Heat Transfer
Section: Chapter Questions
Problem 1.3P: 1.3 A furnace wall is to be constructed of brick having standard dimensions of Two kinds of...
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13.7 For the composite wall idealized by the one-dimensional model shown in Figure P13-7,
determine the interface temperatures. For element 1, let K = 5 W/(m - °C); for ele-
ment 2, Kx = 10 W/(m - °C); and for element 3, K = 15 W/(m - °C). The left end
has a constant temperature of 200°C and the right end has a constant temperature of
600 °C. by using finite element method
T- 200°C
A = 0.1 m
-T = 600°C
2
-0.1 m
Figure P13-7
Transcribed Image Text:13.7 For the composite wall idealized by the one-dimensional model shown in Figure P13-7, determine the interface temperatures. For element 1, let K = 5 W/(m - °C); for ele- ment 2, Kx = 10 W/(m - °C); and for element 3, K = 15 W/(m - °C). The left end has a constant temperature of 200°C and the right end has a constant temperature of 600 °C. by using finite element method T- 200°C A = 0.1 m -T = 600°C 2 -0.1 m Figure P13-7
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