How much heat flows through a brick wall with different thermal conductivities?

AI Thread Summary
The discussion centers on calculating heat flow through a brick wall with specified thermal conductivities and thicknesses. The problem involves determining the heat transfer rate when one side of the wall is at 500 degrees Celsius and the outside temperature is 25 degrees Celsius. Participants emphasize the importance of understanding the underlying concepts rather than simply providing answers to homework questions. They encourage the poster to apply the relevant equation and attempt the calculations independently. Assistance is offered in clarifying concepts and correcting errors, adhering to forum rules against doing the work for others.
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Homework Statement



A Brick is 8cm think and has a thermal conductivity of 1.10 J/(s.m.degreesC). Styrofoam insulation is 3cm thick and has a thermal conductivity of .010 J/(s.m.degreesC). The bricks are used to line a furnace
a) if the temperature on one side of the brick wall is 500 degrees C and the outside Temp is 25 Degrees C, how much heat flows through one square meter of the wall in one minute?
b) now redo the problem with the outside of the wall in one minute?

Homework Equations



deltaQ/ delt T = K x Area x delta T/ L

The Attempt at a Solution



A) delta T = 500-25= 475 degrees
 
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Assume the temperature between the brick and styrofoam layers is T2. What's the rate of heat flow between the two sides of the brick? Between the two sides of the styrofoam? At equilibrium, these two rates have to be equal, which will allow you to solve for T2.
 
Can you work this out for me please, and show me the answers.
 
No, because that won't help you understand the relevant concepts. We're here to help you learn, not to give you answers to homework problems.
 
it's not a homwork question. I have an exam and it's a question from a past one
 
anyone else?
 
Forum policy does not permit simply giving answers or doing the work for others; those who do so are in breach of the rules, and could lose their access.

What we can do is help to clarify concepts, point out errors or where you've gone off track in work shown, or suggest strategies with hints. It is essential that you make an attempt first.

You've already stated a valid equation in the Relevant Equations section of your first post. What will applying it with the supplied values give you?
 
if anyone can help me please inbox me
 
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