One mole of an ideal gas at temperature t1 expands according to the law
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One mole of an ideal gas at temperature t1 expands according to the law p/v =constant.The final temperature is T2.
Suppose P/V = a(constant)
then work done = \int Pdv = \int aVdv\int aVdv\int_{v1}^{v2}avdv = (a/2)(v2square – v1square)
Now PV = nRT , n = 1,
PV = RT
P = aV
V square = RT/a
So v2 square = RT2/a
and V1 square = RT1/a
work done: W = R(T2 – T1)/2
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Explanation:
w=R/2(T2-T1)
this is work done
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