Question

What conditions should an ideal solution satisfy?

Answer 1

We know that ideal solution is a solution wherein the gas stage displays thermodynamic properties comparable to those of a combination of ideal gases. The enthalpy of blending is zero just like the volume change on blending by definition; the more like zero the enthalpy of blending is, the more "ideal" the conduct of the arrangement becomes. The fume pressing factor of the arrangement complies with either Raoult's law or Henry's law (or both), and the movement coefficient of every part (which estimates deviation from ideality) is equivalent to one.

Complete answer:
Coming up next are the conditions that should an optimal arrangement fulfill:
An ideal solution is a homogeneous blend.
The actual properties of an optimal arrangement and the properties of individual parts of the arrangement are directly related.
There ought not to be any volumetric and warm impacts.
The solution should comply with Raoult's law.
There should be an equivalent cooperation between the various particles of the solution.

Note:
Non-ideality:
Deviations from ideality can be portrayed by the utilization of Margules capacities or movement coefficients. A solitary Margules boundary might be adequate to portray the properties of the arrangement if the deviations from ideality are unobtrusive; such arrangements are named ordinary. Rather than ideal arrangements, where volumes are stringently added substance and blending is consistently finished, the volume of a non-ideal arrangement isn't, all in all, the straightforward amount of the volumes of the part unadulterated fluids and dissolvability isn't ensured over the entire piece range. By estimation of densities thermodynamic action of segments can be resolved.