No Crumpp, thats not what I meant. The Spits wing has a sort of "torsional twist" which is there to counter the bad features of elliptical wing in high AoA. The tip has some negative angle when compared to the root of the wing so that when the root exceeds its AoA limit and stall,s the tip of the wing still provides lift. This is why Spitfire could be flown in overly stalled condition where the heavy buffeting indicated that the root part of the wing had already stalled but the a/c still flew well under control.
What I tried to point out was that while being a good feature this "washout" it could have a drawback which was that while the root of the wing provided lift at optimum angle the tip was in position where its angle was not so optimal to airflow considering lift creation. Thus the suggestion that when calculating the lift of the wing profile at certain speed the other part of the wing is not in the same AoA and thus does not provide the lift its profile suggests to.
But in turn in certain speeds while it was in "no lift angle" it didn't create much lift related drag either but merely some "plate area drag" which is related to its frontal area.
In high speed I'd imagine that the wing cannot be in optimal angle from almost any part of it as the root forces the fuselage upwards and the tip of the wing downwards. I'd imagine such situation to result in quite a spectacular vortex behind the wing.
But why the washout is there? As far as I've understood the elliptical wing is optimal in terms of providing lift when given a certain wing area minimizing the drag effects. So in that wing plan profile all surface that is not creating lift in level flight is simply left off thus giving that unique elliptic form and thus maximum area with minimum drag. However, in high AoA the elliptical wing is not working on its optimal area where the only thing it has is that very wing area it is designed to provide, and in this region the wing shapes of 109 and 190 work better.
Of course this is not something that is easily accessible via a few generic equations with calculator.
-C+