Mixing Solutions: Understanding Volume & Enthalpy

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The discussion centers on the characteristics of ideal solutions, defined as solutions where the change in volume and enthalpy upon mixing is zero. This behavior aligns with Raoult's Law, which applies across all concentrations for components that are of similar nature. When two volumes of the same liquid are mixed, there is no change in total volume or heat effects due to unchanged molecular interactions. Similarly, when mixing two liquids with similar molecular structures, the changes in volume and enthalpy are minimal because the energetic interactions remain consistent with those of the pure liquids. This concept is further explored in chemical engineering thermodynamics literature, such as the work by Smith and Van Ness.
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Why there no change in volume and enthalpy of solution when two components are mixed
 
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What is the definition of an ideal solution?
 
Solution which follows raoutlts law over all range of concenteration.
 
And its components are of same nature
 
An ideal solution is one for which the change in volume and enthalpy upon mixing are zero. Raoults law follows indirectly from this. Many combinations of real species exhibit behavior close to ideal solution behavior.

Chet
 
Chestermiller said:
An ideal solution is one for which the change in volume and enthalpy upon mixing are zero. Raoults law follows indirectly from this. Many combinations of real species exhibit behavior close to ideal solution behavior.

Chet

So my question is why enthalpy or volume doesn't change
 
If you mix two volumes of the same liquid, the total volume doesn't change, and there are no heat effects because the molecular interactions don't change. If you mix two liquids whose molecules are very similar, the volume and enthalpy will change very little, because the energetic interactions between the molecules of the solution will be very similar to those of the original pure liquids. For more details on this, see Smith and Van Ness, intro to chem engg thermo.

Chet
 
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