Reversible Expansion
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Reversible Expansion
Could someone explain the derivation of work of reversible expansion? Also, what is the difference between reversible work and irreversible?
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Re: Reversible Expansion
A reversible expansion has a pressure that is constantly changing therefore the derivation of volume (the area under the curve) is needed to show a changing pressure. That is why the integral goes from one volume to another and why work for a reversible expansion is
w=-nRTln(V2/V1)
while a irreversible reaction has constant external pressure thus work is just simply:
w = -PdeltaV
w=-nRTln(V2/V1)
while a irreversible reaction has constant external pressure thus work is just simply:
w = -PdeltaV
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Re: Reversible Expansion
This might be an obvious question, but will a problem always tell you explicitly if it is reversible or irreversible?
Re: Reversible Expansion
For an irreversible system, work is done under constant pressures and energy is lost as heat. For a reversible system, each energy lost by doing work will come back to the system as heat, and it is more efficient.
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