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
1
Expert's answer
2012-09-25T09:51:29-0400
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
"assignmentexpert.com" is professional group of people in Math subjects! They did assignments in very high level of mathematical modelling in the best quality. Thanks a lot
Comments
Leave a comment