Questions
Figure shows the adiabatic curve for n moles of an ideal gas; the bulk's modulus for the gas corresponding to the point P will be
a
nR(1+2T0V0)
b
nR(2+T0V0)
c
nR(1+T0V0)
d
nR(1+T02V0)
detailed solution
Correct option is C
Bulk's modulus K = -dPdVV = γP [PVγ = constant]For the curve TVγ-1 = k (constant)or V dT + T(γ-1)dV = 0or dVdT = -V(γ-1)T = -1 (slope at point P)∴ γ = 1+V0T0∴ K = γ[nRT0V0] = nR(1+T0V0)Talk to our academic expert!
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During an adiabatic process, the pressure of a gas is found to be proportional to the cube of its temperature. The ratio of for the gas is
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