Just because you have a collection of data doesn't mean it's right. And as a serious researcher you know better than to judge a book by its' cover.
Soren - I agree the analogy but the 'book' so far has three serious documented chapters with data that you can assess and think upon - the chapters read "RAF', Finn and VVS' regarding documented and reported comparative flight tests surrounding the 109 and 109 vs Fw 190 vs Spit vs Mustang - but the chapter on Luftwaffe test results is still missing.
As for the German tests, there is only one comparison between the Spitfire 109 available at this point, and it's from 1940, a period in which not many pilots trusted the slats as they tended to jam in the Emil series.
I agree that just one documented report with the framework you describe above is not above reproach, nor is it the last word - but even that, if introduced into this dialogue, provides a reference for 'serious research'.
Absent even this report you are thrust into making your agruments based on anecdotal references from LW pilots which have equal and opposite points of view from anecdotal recollections from Soviet, US and RAF pilots
There is another one however which lists a turn time of 18.92 seconds, and from all I can see it is a flight testsed figure and not a calculated one as VG-33 claims. (And I'd like to see his proof that they are calculated values!)
I am also waiting for the analytical approach because of my oft stated predjudices regarding 'models with many assumptions not provable for the aerodynamics of of a complex wing-body in curvilinear, non-symmetrical, non linear motion".
I have thought a lot about this subject and realize that for
me to do a serious analysis (say for a research project) which I could point to and state - here are the data, here is the free body diagram for all the positions in the flight path, here are the assumptions I had to make' - then I would want:
Drag Polar for each airframe - with that I could pull Cd0 and CdI for each velocity point in the Polar and state as an Assumption - that they
approximate the same values at the same speed in a banked turn as they do in level flight. The Drag Polar has a 'built in' compensation for Reynolds number that only needs to be varied by density for different altitudes.
Absent a drag polar everyone is simply guessing about total drag in a sustained turn in the middle velocity ranges - unless and until one has UNIMPEACHABLE and repeated valuse for Turn performance for the aircraft in question - If you have this then you can reverse engineer the drag values - given velocity, Hp/Thrust/prop efficiency, AR, weight, wing Area, etc
If the assumption is nearly correct then I have the 'near correct' total drag values at all stages of the turn as a function of velocity and have the force balance at equilibrium during 'best rate' or 'best radius'.
Still need Hp as function of boost and altitude as well as gear ratios and rpm. Have to ponder more regarding activity factor, meredith effect, exhaust thrust.
I would further 'assume' that I should compensate for Trim Drag of deflected ailerons, rudder and elevators by adding to the base parasite drag factors summed and calculated for level flight parasite drag at top speed in which flight surfaces were at minimum deflection (and value).
I don't have an approach for evaluating the leading edge slat contribution to drag absent 2-D wing section data - so the 109 will always be 'iffy' for me on true wing contribution in steeply banked flight.
I would initially discount the effect to thrust for high angle of attack effects to prop efficiency as well as drag caused by asymmetric flow separation of fuselage and initially assume all aircraft compared separate at nearly the same point..The differences in parasite drag increase might be proportional to 1/2 the fuselage area but still small relative to total drag.
Then I would compare the model against multiple reports to see whether it was BS.
I would need a lot more time than I currently have to screw with the research.