AZING! Understanding the Carnot Cycle: Heat, Work, and Internal Energy

AI Thread Summary
The discussion clarifies the Carnot cycle's processes, focusing on heat (Q), internal energy (U), and work (W). During the higher temperature isothermal phase, heat enters the system, resulting in positive work done by the system without a change in internal energy. Conversely, in the cooler isothermal phase, heat exits the system, requiring work to be done on it during compression, again with no change in internal energy. In the adiabatic phases, there is no heat exchange, leading to the relationship where the work done equals the negative change in internal energy. Understanding these transitions is crucial for grasping the Carnot cycle's efficiency and thermodynamic principles.
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Homework Statement


I don't understand the process between the points in a carnot cycle.


Homework Equations


Can someone please explain what is going on from point to point in terms of Q (heat), U(thermal energy), and Work?


The Attempt at a Solution

 
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Wikipedia's page on the http://en.wikipedia.org/wiki/Carnot_cycle" does a good job of explaining what is occurring in terms of heat flow and work.

In the higher temperature isothermal part, heat flows into the system. Since it is isothermal, there is no change in U so \Delta Q = W (expansion-positive work done by the system). In the cooler isothermal part heat flows out of the system with no change in U so work must be done on the system (compression). Of course in the adiabatic parts there is no heat flow so the work done + the change in internal energy = 0: \Delta U = -W.

AM
 
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