For an adiabatic change, the value of dPP is equal to ….(dv=change in volume, δ=Cp Cv )
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a
δ1/2.dVV
b
-dVV
c
-δdVV
d
−δ2.dVV
answer is C.
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Detailed Solution
in an adiabatic process relation between pressure P and volume V is PVδ=Constantdifferentiate above equation with respect to P dPdP.Vδ+P.dVdPδ=01.Vδ+P.δ.Vδ-1.dVdP=0 ⇒Vδ=-P.δ.Vδ-1.dVdP⇒Vδδ.Vδ-1.dV=-PdP ⇒Vδ-δ+1δ.dV=-PdPinvert the ratio ⇒-δ.dVV=dPP⇒dPP=-δ.dVV