RAOULT’S LAW

A non-volatile solute dissolved in a liquid, with a vapour pressure of the pure solvent higher than the vapour pressure of the solution.

In 1848 Von Babo and Wullner gave simple relation between the solution of the vapour pressure and concentration, but they failed. Then after 1982, Raoult performed several experiments and successfully gave Raoult’s law. The state that,
“The relative lowering of vapor pressure is equal to the mole fraction of the solute.”

Here, the vapour
pressure of pure solvent = P and Vapour pressure of pure solution = Ps, the relative lowering of vapour pressure is,

\[\displaystyle \text{Relative lowring pressure }=\text{ }\frac{{P-{{P}_{s}}}}{P}\]

n1 = number of moles of solute and n2 = number of moles of solvent

\[\displaystyle \text{Mole fraction of solute = }\frac{{{{n}_{1}}}}{{{{n}_{1}}+{{n}_{2}}}}\]

For Raoult’s law

\[\displaystyle \frac{{P-{{P}_{s}}}}{P}=\frac{{{{n}_{1}}}}{{{{n}_{1}}+{{n}_{2}}}}-----(1)\]

 n1 is very small in comparison to n2 for very dilute solutions; therefore, n1 is neglected, and equation (1) we can write as,

\[\displaystyle \frac{{P-{{P}_{s}}}}{P}=\frac{{{{n}_{1}}}}{{{{n}_{2}}}}-----(2)\]

Above equation (2) is the mathematical form of Raoult’s law.

Raoult’s law is used to calculate lowering vapour pressure, the number of moles of solute and solvent.

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About the author

Bhoomika Sheladiya

BSc. (CHEMISTRY) 2014- Gujarat University
MSc. (PHYSICAL CHEMISTRY) 2016 - School of Science, Gujarat University

Junior Research Fellow (JRF)- 2019
AD_HOC Assistant Professor-(July 2016 to November 2021)

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