Here is the question from Kinetic theory.
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The specific heat of gas at constant volume in terms of degree of freedom 'n' is:
Cv = (n/2)R;
Also,
Cp - Cv = R
So,
Cp = (n/2)R + R =R(1 + n/2)
Now,
gamma = Cp/Cv
= R(1+n/2)/((n/2)R)
= 2/n + 1So,
Cp/Cv = (1 + 2/n),
where n is degree of freedom.
Cv = (n/2)R;
Also,
Cp - Cv = R
So,
Cp = (n/2)R + R =R(1 + n/2)
Now,
gamma = Cp/Cv
= R(1+n/2)/((n/2)R)
= 2/n + 1So,
Cp/Cv = (1 + 2/n),
where n is degree of freedom.
AJAYMAHICH:
IIT BHU , Varanasi
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