americast said:
But, why not?
While boiling, the entire air (including the small fraction of vapour) above the liquid is at the vapour pressure of that liquid (at that particular temperature).
In a non-boiling equilibrium situation, "equilbrium" refers to the fact that no net liquid is leaving or entering the liquid. That situation does not exist in boiling. If you want to say that there is some kind of
pressure equilibrium, that situation always exists, so there isn't any special situation that would be useful to call an "equilibrium". Either way, it is not referring to the same thing.
So, at least, the vapours of the liquid should be in equilibrium with the liquid. [when boiling]
Again, in what sense? At a zero mass flow? No. At the same (vapor) pressure? No. At the same temperature? No.
That is how vapour pressure is defined...
But it isn't how
boiling is defined.
Vapour pressure is the pressure exerted by the vapour on the liquid when the two are in an equilibrium.
Yes.
Maybe I see what the issue is. You think because the definition of boiling includes the words "vapor pressure" that an equilibrium needs to exist because the definition of vapor pressure includes the concept of equilibrium. This isn't the case. Vapor pressure isn't only applicable when there is an actual equilibrium, it is also a theoretical value that can be applied in situations when there isn't an equilibrium. For the boiling point, you can say that
if the actual pressure of the vapor were equal to atmospheric pressure, there would be an equilibrium, but obviously it isn't: the atmosphere is mostly nitrogen and oxygen, not water vapor.
Indeed, the difference between the actual pressure of the vapor and the theoretical vapor pressure value of the water at its temperature is information that can be used to figure out how fast it will evaporate (a non-equilibrium situation).
Perhaps the definition of "vapor pressure" is confusing and implies any partial pressure of vapor. But really, it's more about what is happening to the liquid than the vapor. Try it this way for the theoretical definition: it is the pressure of vapor required to stop the liquid from evaporating.