Heat Transfer Questions & Answers  
Question by Student 201427103
Professor, I would like to ask you a basic question about one equation during your review of what you have learned so far about heat transfer.
In the process of producing an equation of Heat Equation , we suppose that voulme matter is at -rest . therefore we derive the equation of
$$ \frac{{\rm d}{\rho e}}{{\rm d}t} = \frac{{\partial}{\rho e}}{{\partial}t} ....(1) $$ ( because matter is at rest )
In this equation, the question is : There are many variables such as location, time, and so on that function for density and energy. When the equation was differentiated with respect to time, $$ \frac{{\rm d}{\rho e}}{{\rm d}t} = 0 ....(2) $$ because we suppose at -rest state .
As a result, I think that the reason for this equation (1) is (2) . Therefore, (1) I think that = 0 should be added to the equation. Is it exactly what I understand?
03.30.18
Well no, because the rate of change of the energy is not always zero even if the matter is at rest. It can change because of heat transfer or heat generation.
03.31.18
Question by Student 201327139
Professor, I think Assignment #2, Q.5 (a) has wrong answer.

If you don't mind, would you check it again please? Thank you.
I think it's better if you sleep over it and look again carefully into your logic and algebra tomorrow when your mind is more fresh..
Question by Student 201327106
Professor, I have two questions with question 5 of assignment 2. Firstly, at (b), although you asked insulation and cable surface temperatures, answer is only 778.66'C. Is that means two temperatures are same? Secondly, I don't know what maximum insulation temperature actually means. Does it mean temperature difference between cable and outer surface of insulation? Thank you.
04.01.18
The maximum insulation temperature is the maximum temperature anywhere within the insulation. First, determine the location where the temperature is maximum and, two, calculate such temperature. The answers are not always complete. Some parts may not be given. You should be able to know if the temperature listed is the cable surface temperature or the insulation surface temperature.
Question by Student 201627128
Dear professor, In class you mentioned that to enhance the heat transfer rate we can use fins as extended surfaces. And you also mentioned that the increase of surface area along where the convection occurs increases the heat transfer rate. An additional source stated that the heat transfer rate can also be increased by the thermal conductivity of the fin material. I would like to know if fins always enhance the heat transfer rate or if there are such specific cases where the use of fins lead to the reduction of heat transfer instead of enhancing it as it usually should happen.
04.03.18
Well, it's unlikely a fin will reduce the heat transfer. I guess this could happen exceptionally if there is a (very large) contact resistance between the fin and the base and if the fin is rather thick.. But then the loss of heat transfer will not be because of the fin itself but because of the contact resistance. 1 point bonus.
Question by Student 201227125
Professor, at Assignment2 - Question5
KakaoTalk_20180404_003343242.jpg ./download/file.php?id=4104&sid=e12d6147547b1afefd88cce58bee5824 ./download/file.php?id=4104&t=1&sid=e12d6147547b1afefd88cce58bee5824
$T_s = 1153$C
however, this question's answer is 778.66 Celsius
if answer is 778.66 Celsius, $R_{cont}$ should be 0 But in this case, can't make $R_{cont}$ zero
See reply to previous question here:
​ https://bernardparent.ca/viewtopic.php? ... 6684#p6684
Question by Student 201227125
so, in this question case, answer is not $T_s$. I will find $T_w$
if temperature profile this picture
KakaoTalk_20180404_010810481.jpg ./download/file.php?id=4107&sid=e12d6147547b1afefd88cce58bee5824 ./download/file.php?id=4107&t=1&sid=e12d6147547b1afefd88cce58bee5824
Yes, You need to also find the cable temperature, but such answer is not listed.
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$\pi$