What’s New in the Sixth Edition. Chapter-by-Chapter Content ChangesIn the previous edition, Chapter 1 Introduction was modified to emphasize the relevance of heat transfer in various contemporary applications. 6th Edition Ebook Download, Free Introduction To Heat Transfer Incropera 6th Edition Download Pdf, Free Pdf Introduction To Heat Transfer Incropera 6th Edition Download Advanced Heat Transfer - Ntut.edu.tw.
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Introduction To Heat Transfer 6th
Step 1 of 3
Calculate the area of insulation.
Here, d is the side length of the sheet.
Substitute 2 m for d.
Step 2 of 3
(a)
Calculate the heat flux through the insulated sheet.
Here, is the temperature difference, is the length of the insulated sheet along the direction of heatflow, and k is the thermal conductivity.
Substitute for , 0.02 m for L, and for k.
Therefore, the heat flux through the insulation sheet is.
I think this is incorrect because your units will not cancel for temperature. You need kelvin to cancel the units, therefore degrees celsius is incorrect. Answer ends up being 410.5675 W/m^2
Actually this is incorrect ^ ignore that.
wow dude
First, convert the 10 degrees Celsius to Kelvin. Next, apply Fourier's Law for heat conduction to solve for heat flux. k=0.029 W/m-K, Delta T= 283.15K, and L=0.02m. This will give you 410.5675 W/m^2. Part b: Multiply your heat flux by the area and you get 1642.3W.
-Actually, I made a mistake. There is no need to convert the temperature to Kelvin. And here's why: You don't convert the temperature difference because they are already equivalent. Because they are only shifted scales, a difference in C and K are equivalent. For example, if one side were 40C and the other 50C, the difference is 10C, if you convert to K (add 273 to both) you still get 10 as the difference. -Xenoker, Chegg user. The answer is still 14.5 W/m^2 and q = 58W
seeing this many comments on problem 1.1 got me worried
Step 3 of 3
(b) The fate of the furious full movie download in english.
Calculate the heat transfer rate along the insulated sheet.
Substitute for and for .
Therefore, the heat transfer rate across the insulation sheet is.