Understanding Positive and Negative Work in Closed PV Graphs

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SUMMARY

This discussion clarifies the mechanics of closed PV graphs, specifically how to determine positive and negative work within a thermodynamic system. When work is done on the system, its energy increases, while work done by the system results in energy loss. In a PV diagram, the work done is represented by the area under the curve; expanding systems (increasing volume) perform positive work, while contracting systems (decreasing volume) perform negative work. For closed loops, the work is determined by the area enclosed, with clockwise direction indicating positive work and counterclockwise direction indicating negative work.

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Jayhawk1
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Can someone please breifly explain to me how a closed PV graph works? ...In particular how to determine whether positive or negative work had been done within the system?
 
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By convention, a system that expands (smaller volume -> bigger volume) does positive work.

In a PV diagram the work done equals the area under the curve of P vs V. so if the system starts at a smaller V and goes to a larger V the work just equals the area under the graph (and area is always positive ). If the system does the reverse and goes from larger volume to smaller volume, then the work equals the negative of the area under the graph.

For a closed loop, the work done equals the area enclosed by the loop. You determine whether its positive or negative based on the direction. Clockwise gives positive work, and counter clockwise gives negative work.
 

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