Heat content as a state function?

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SUMMARY

The discussion centers on the concept of heat content as a state function, specifically addressing a video presentation where the instructor claims that adding heat (q=2) to a thermodynamic cycle results in an increment of heat content. Participants highlight the contradiction in the instructor's assertion that heat can be incremented while also stating that heat equals work (Q=W), which implies no change in internal energy (ΔU=0). The consensus is that the instructor's explanation is flawed, as it overlooks the implications of energy conservation in thermodynamic cycles.

PREREQUISITES
  • Understanding of thermodynamics principles, particularly the first law of thermodynamics.
  • Familiarity with state functions and path functions in thermodynamic systems.
  • Knowledge of internal energy and its relationship with heat and work.
  • Basic grasp of thermodynamic cycles and their implications on energy transfer.
NEXT STEPS
  • Research the first law of thermodynamics and its implications for heat and work.
  • Study the differences between state functions and path functions in thermodynamics.
  • Explore examples of thermodynamic cycles and analyze energy conservation within them.
  • Watch educational videos on thermodynamic principles to clarify common misconceptions.
USEFUL FOR

Students of thermodynamics, educators teaching energy concepts, and professionals in engineering fields seeking to deepen their understanding of heat transfer and energy conservation principles.

firecool
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at 3:30 he introduces heat content to show why it can't be a state variable. he says that if q=2 is added to the cycle everytime you go around the cycle the heat content would be incremented by 2. but as heat=work shouldn't that extra 2 be lost as work and at point 1 you always have hc=5? watch the video to make sense of my question.. :)
 
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firecool said:


at 3:30 he introduces heat content to show why it can't be a state variable. he says that if q=2 is added to the cycle everytime you go around the cycle the heat content would be incremented by 2. but as heat=work shouldn't that extra 2 be lost as work and at point 1 you always have hc=5? watch the video to make sense of my question.. :)


Yes, I caught that error also.
It clearly says, Q=W. which means all added heat is converted into work, as a result there is no change in internal energy, (delta)U=0.
Then why did he say, Q is incremented in every cycle. He should have said, practically (delta)U would never be zero.

Who is this guy (the teacher), anyway?
 
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