Raoult's Law and volume changes

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In an enclosed container with a pure liquid, increasing the volume leads to more liquid vaporizing to maintain the same vapor pressure at a specific temperature. In a mixture of liquids A and B, the behavior upon expansion is less clear; while the total vapor pressure might remain constant, the partial vapor pressures of each component could change. According to Raoult's Law, the partial vapor pressure of each liquid is dependent on its mole fraction and its pure component vapor pressure. If the equilibrium vapor pressures of the two liquids differ, the partial pressures will not remain constant after expansion. Therefore, modeling the system is necessary to accurately predict the changes in vapor pressures for mixtures.
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When I have a pure liquid in an enclosed container, there is a fixed vapour pressure at a specific temperature. So if i were to increase the volume of the container, more liquid would turn into a vapour to go back to the same vapour pressure as before the expansion occurs.

However, if i had a mixture of liquids A and B. When I expand it what would happen? now PA =Xx PA° so PA° is fixed but what about the PSUB]A[/SUB] ? Would it stay the same as before? Similarly for PB would it remain the same such that the total vapour pressure remains the same?

I can't think of a reason why it should or should not remain the same though. For a pure liquid it makes sense that it should stay constant, but when it is a mixture of liquid I'm not too sure if the partial vapour pressure of the 2 liquids would remain the same after expansion. Can someone explain this to me?

Thanks for the help :)
 
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This question can be answered using modeling by doing the calculation described for a mixture that obeys Raoult's Law. Certainly, even if the temperature were held constant, the pressure would not remain constant unless the equilibrium vapor pressures of the two species were the same.
 
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