For constants a, b, n, R, Van der waals equation relates the pressure P to the volume V of a fixed quantity of a gas at constant temperature T:

(P + (n^2 * a) / V^2) (V-nb) = nRT

Find the rate of change of volume with pressure dV/dP

Question

Ayana Orozco

Mathematics

11 March, 10:22

For constants a, b, n, R, Van der waals equation relates the pressure P to the volume V of a fixed quantity of a gas at constant temperature T:

(P + (n^2 * a) / V^2) (V-nb) = nRT

Find the rate of change of volume with pressure dV/dP

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Leia · Answer 1

Base on your question where a constant A, B, N, R Van der waals equation relates the pressure P to the volume C at fixed quantity of gas at constant value of Temperature T and the ask is to find the rate of change of volume with the pressure dV/dP and the rate of change is

dP / dV = (P + n2 a / V2) / (nb-V) + 2 n2 a/V3

For constants a, b, n, R, Van der waals equation relates the pressure P to the volume V of a fixed quantity of a gas at constant temperature T:(P + (n^2 * a) / V^2) (V-nb) = nRTFind the rate of change of volume with pressure dV/dP

For constants a, b, n, R, Van der waals equation relates the pressure P to the volume V of a fixed quantity of a gas at constant temperature T:

(P + (n^2 * a) / V^2) (V-nb) = nRT

Find the rate of change of volume with pressure dV/dP