Heat Transfer - Chapter 2 - Example Problem 5 - Solving the Heat Equation with Generation 

Hello. Thank you for your video about heat generation. I have a question. In a steady-state, according to the thermal conductivity, temperature distribution is different in a equilibrium (unlimited time)? I am sure that in a transient state, it will be different, but in a steady-state, I am not sure about the situation by different thermal conductivity.

good explanation

btw : i just made the same application with ma own art , and i find a small difference in the eq of temperatur so i ll write ma final eq : T(x) = q/2k (l^2-x^2) +ts2 btw i make a condition which is : dt/dx=0 and by this condition i get my result . so is that right or ??

which book u using ?

THANKS