What is the Heat Flow through a Copper Bar?

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Homework Help Overview

The discussion revolves around calculating the heat flow through a copper bar, focusing on the parameters such as length, cross-sectional area, temperature difference, and thermal conductivity. The problem is situated within the context of heat conduction.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the formula for heat flow and the significance of units in the calculations. There are questions regarding the correct conversion of area from cm² to m² and the appropriate use of thermal conductivity.

Discussion Status

Some participants have pointed out potential errors in unit conversion and the application of the formula. There is an ongoing exploration of the correct approach to the problem, with hints provided regarding unit conversions and the nature of thermal conductivity.

Contextual Notes

Participants are addressing the importance of unit consistency and the specific definitions of terms used in the context of heat conduction. There is a focus on ensuring that all measurements are correctly converted to maintain accuracy in calculations.

BooGTS
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...im getting it wrong.

Calculate the heat flow through a 1.000m long copper bar with a cross sectional area of 2.00 cm2. One end at 2.0 degrees Celsius and the other end at 99.0 degrees Celsius. Rate of heat flow is Q/t. In this problem the coefficient of copper is 390.

P=(ka (Thot-Tcold))/L

so I input 390*(2/100)*97 and get 756.6=wrong:frown:
 
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You seem to be ignoring UNITS ...
some coefficient of copper is 390 ... WHATs?
cm? /cm? /m? J/K?

By the way, this is CONDUCTION , not radiation.
... and Conductivity (k) is not usually referred to as a coefficient.
 
390 is thermal conductivity (J/s*m*deg C)

redoing with "UNITS" would be 390J/s*m*deg C*(2cm^2/100cm/m)*97degK
 
so, which of the cm are you converting ... the height, or the width?
 
so, which of the cm are you converting?

the area
 
Hint: To convert cm^2 into m^2, you don't just divide by 100. Think about this for a second: how many squared centimeters are in a squared meter?

- Warren
 
^ yeah, that was it. I followed a similar example to a "T" too...
 

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