An ideal gas has adiabatic exponent gamma it contracts according to the law pv alpha
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The equation an ideal for a gas undergoing adiabatic process can be represented by
PV^γ = constant
where P = pressure
V = volume of the gas and
γ = adiabatic exponent
further value of gamma γ can be calculated by using the formula,
γ = Cp/Cv = (f+2)/f
where Cp is the specific heat for constant pressure and Cv is the specific heat for constant volume.
f = degree of freedom
degree of freedom is 3 for monatomic gas and 5 for diatomic gas
hence γ = 5/3 for monatomic gas and 7/5 for diatomic gas
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