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A plane wall of length L = 0.4 m and a thermal conductivity k = 1W/m-K has a temperature distribution of T(x) = 200- 200x + 30x² At x = 0, T5,0 = 200°C, and at x = L,TS,L= 150°C. Find the surface heat rates and the rate of change of wall energy storage per unit area. Calculate the convective heat transfer coefficient if the ambient temperature on the cold side of the wall is 100°C. Step 1 What is the heat flux in at x = 0, in W/m²? i W/m²

A plane wall of length L = 0.4 m and a thermal conductivity k = 1W/m-K has a temperature distribution of T(x) = 200- 200x + 30x² At x = 0, T5,0 = 200°C, and at x = L,TS,L= 150°C. Find the surface heat rates and the rate of change of wall energy storage per unit area. Calculate the convective heat transfer coefficient if the ambient temperature on the cold side of the wall is 100°C. Step 1 What is the heat flux in at x = 0, in W/m²? i W/m²

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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A plane wall of length L = 0.4 m and a thermal conductivity k = 1 W/m-K has a temperature distribution of T(x) = 200- 200x + 30x² At x = 0, T5,0 = 200°C, and at x = L,TS,L = 150°C. Find the surface heat rates and the rate of change of wall energy storage per unit area. Calculate the convective heat transfer coefficient if the ambient temperature on the cold side of the wall is 100°C. Step 1 What is the heat flux in at x = 0, in W/m²? W/m²
Transcribed Image Text:A plane wall of length L = 0.4 m and a thermal conductivity k = 1 W/m-K has a temperature distribution of T(x) = 200- 200x + 30x² At x = 0, T5,0 = 200°C, and at x = L,TS,L = 150°C. Find the surface heat rates and the rate of change of wall energy storage per unit area. Calculate the convective heat transfer coefficient if the ambient temperature on the cold side of the wall is 100°C. Step 1 What is the heat flux in at x = 0, in W/m²? W/m²
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