Heat Transfer Rate of 2 Heating Coils on Aluminium Plate

AI Thread Summary
The discussion revolves around calculating the heat transfer rate from two heating coils to an aluminum plate, assuming no heat loss. Participants question whether the coils are in series or parallel, which affects the total power output. If in parallel, the total heat transfer rate would be 2W, while in series, it remains W. Clarification is sought on the original problem's details to ensure accurate assumptions. The conversation highlights the importance of understanding power density in relation to the number of coils and their area.
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Homework Statement



==================== <---- aluminium plate
⁣⁣⁣⁣⁣⁢⁢⁢⁠⁡⁡⁢⁢⁢...O .....O... <---- heat coil(O)

Given an aluminium plate put on 2 heating coil(O), assuming no heat loss, how much is the heat transfer rate from the coil to the plate?

Put the power of each coil as W.

The Attempt at a Solution



Series or parallel? Does the 2 power add up or it all ends up with just W?
 
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Hi exec. Is this a question that you made up?

If it's a question from a textbook, then I think you have abbreviated it too much; you have omitted some relevant details which we would otherwise have to make assumptions for. Can you post the complete question?

Also, you should be able to explain your line of reasoning that leads you to think the answer might be W.
 
What he said. More detail required.

Meanwhile as written it's parallel so 2W.

However watch out for problems where the power from each coil is specified as "X Watts per square meter". Doubling the number of coils AND the area doesn't change the power density. It would still be "X Watts per square meter".
 
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