van der Waals Equation

The corrections were made in the ideal gas equation to make it applicable for real gases. The equation was called as van der Waals equation.

By Sakshi Goel | 28 Oct'18 | 2 K Views |

Theory

1) Pressure correction:
This correction was done due to intermolecular forces of attraction between the gas molecules. Pressure exerted by a real gas is less than that by an ideal gas.
P subscript c o r r e c t e d end subscript equals P plus fraction numerator a n squared over denominator V squared end fraction
a is van der Waals constant, which depends on the intermolecular forces of attraction.

2) Volume correction:
As the volume occupied by gas molecules cannot be neglected at high pressure, so the molecules now have restricted volume to move.
V subscript c o r r e c t e d end subscript equals V space minus space n b
B is van der Waals constant and n is number of moles of gas.

van der Waals equation is:
open parentheses P plus fraction numerator a n squared over denominator V squared end fraction close parentheses left parenthesis V minus n b right parenthesis equals n R T

MCQ

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