# Answer to Question #15384 in Molecular Physics | Thermodynamics for Abo ali

Question #15384

obtain the heat flow equation(1.3) as follows: the quantity of heat Q flowing across a surface is proportional to the normal component of \

the (negative) temperature gradient, (-\[Del]T).n

compare chapter 6 equation (10.4) and apply the discussion of flow \

of water given there to the flow of heat, thus show that the rate of \

gain of heat per unit volume per unit time is proportional to \[Del].\

\[Del]T . But

\[PartialD]T/\[PartialD]t is proportional to this gain in heat ; thus \

show that T satisfies (1.3

the (negative) temperature gradient, (-\[Del]T).n

compare chapter 6 equation (10.4) and apply the discussion of flow \

of water given there to the flow of heat, thus show that the rate of \

gain of heat per unit volume per unit time is proportional to \[Del].\

\[Del]T . But

\[PartialD]T/\[PartialD]t is proportional to this gain in heat ; thus \

show that T satisfies (1.3

Expert's answer

Dear visitor

Unfortunately, the statement of your question is a bit confusing.

What do you need to be done? Please, give us the details so we could help you

Need a fast expert's response?

Submit orderand get a quick answer at the best price

for any assignment or question with DETAILED EXPLANATIONS!

## Comments

## Leave a comment