Heat Capacity and Energy supplied

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SUMMARY

The discussion centers around the calculation of energy required to heat a volume of air using the formula E=mc (ΔT/Δt). The user calculated a heating rate of 12.56J per second for a 16K temperature rise over 10 hours for a volume of 24m³ of air at sea level pressure. Clarifications were made regarding the formula's application, particularly the inclusion of the time variable, which led to a consensus that the calculated value may be high. Participants emphasized the importance of posting in appropriate subforums for clarity.

PREREQUISITES
  • Understanding of the formula E=mc (ΔT/Δt)
  • Knowledge of specific heat capacity
  • Familiarity with basic thermodynamics concepts
  • Experience with unit conversions in physics
NEXT STEPS
  • Research the specific heat capacity of air at sea level
  • Learn about the implications of pressure on heating calculations
  • Explore the concept of energy transfer rates in thermodynamics
  • Investigate common errors in energy calculations in physics
USEFUL FOR

Students in physics, engineers working with thermodynamic systems, and anyone involved in energy calculations for heating processes.

nina
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I'm stuck on some basic physics...

I'm using the formula E=mc (delta T/delta t) where E is energy, m is mass, c is specific heat, T is temperature and t is time, to calculate the energy used in heating a volume of air to a certain temperature.

Assuming that pressure is of that at sea level, I come up with a rate of heating of 12.56J per second, for a 16K rise in temperature over 10 hours, for a volume of air of 24m3.

This seems a little high, what did I do wrong?
 
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we have just been told that E=mc*deltaT, in both physics and chemsitry...?

where did you get the (deltaT/deltat) ?EDIT: ah ha! i see where the discrepancy lies... you are working out energy per second. sorry.
 
nina said:
I'm stuck on some basic physics...

I'm using the formula E=mc (delta T/delta t) where E is energy, m is mass, c is specific heat, T is temperature and t is time, to calculate the energy used in heating a volume of air to a certain temperature.

Assuming that pressure is of that at sea level, I come up with a rate of heating of 12.56J per second, for a 16K rise in temperature over 10 hours, for a volume of air of 24m3.

This seems a little high, what did I do wrong?
That's about the same number I get...but next time:

1. Please post such questions in the Homework & Coursework subforums, and
2. Use the template provided (and write down the original question EXACTLY as it was given to you).
 
Gokul43201 said:
That's about the same number I get...but next time:

1. Please post such questions in the Homework & Coursework subforums, and
2. Use the template provided (and write down the original question EXACTLY as it was given to you).

Thanks, but it's not homework! I'm trying to work it out for myself for another project, needed to check the answer before I went forward with the work!

That IS the original question, shows why I shoudnt be a teacher!
 

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