Ok guys, let's review the primary differences between the various Spitfires as to why there are differences in turn radius. Let's do a simply exercise that will demonstrate why the Spit14 cannot turn with the Spit9 and why any real world document that says it can is suspect.
All of the Spitfires (except the Spit16) have the same wing area. Thus, with only minor differences being possible, we can assume that all of them have the same coefficient of lift. At least they are close enough for this exercise.
I don't have the coefficient of lift for the Spitfires handy, but we can can plug in virtually any number into the equation as long as it is used for all versions with the same wing. I can take an educated guess though... I'm going to use 2.60 for this. The Spit16 presents the only variation due to its clipped wingtips. So, I will adjust the lift coefficient for the Spit16 down to 2.50 to account for the small loss of efficiency.
Now, to generate the equation, we need to know the wing loading for each version of the Spitfire. This is generated by dividing the aircraft weight by the wing area. Wing area is 242 square feet, except for the Spit16 which is quoted in print as being 228 square feet.
So, now we need the weight of each aircraft. Let's use the weights defined by HTC, except for their numbers for the Spit16, which appears to be a typo.
SpitI: 5,844 lb
SpitV: 6,785 lb
Seafire: 7,640 lb
Spit8: 7,875 lb
Spit9: 7,400 lb
Spit14: 8,500 lb
Spit16: 7,500 lb (HTC's weight of 8,500 is suspect as it is a basically a Mk.IX airframe)
Let's calculate wing loading in lb per square foot.
SpitI: 24.15
SpitV: 28.04
Seafire: 31.57
Spit8: 32.54
Spit9: 30.58
Spit14: 35.12
Spit16: 32.89
Now, we'll calculate something called the turn index. This is done when we simply divide the different wing loadings by the coefficient of lift. That will give you a ballpark idea in terms of proportion.
So, for the SpitI, we divide 24.15 by 2.60 to get an index of 9.29. For the Spit16 I will use 2.50.
SpitI: 9.29
SpitV: 10.78
Seafire: 12.14
Spit8: 12.51
Spit9: 11.76
Spit14: 13.51
Spit16: 13.16
Let's set the SpitI as the baseline and generate a percentage of difference and re-order the aircraft in order of turning ability. Thus the SpitI becomes 100%.
SpitI: 100%
SpitV: 116%
Spit9: 127%
Seafire: 131%
Spit8: 137%
Spit16: 142%
Spit14: 145%
Now, let's look at in-game test data for minimum turn radius for each type, listed in order of smallest to largest.
SpitI
SpitV
Spit9
Seafire
Spit8
Spit16
Spit14
Note that the calculated turn index corresponds to actual in-game test data, at least in terms of relative turning performance.
Naturally, fuel and ammo loads will determine actual weights. Thus, a low fuel Spit8 may actually turn a smaller circle than a fully fueled and armed Spit9.
When discussing the performance of the various airplanes, it helps a great deal to understand all of the factors that determine maximum performance. Without this understanding, you can find yourself wandering down a dead-end trail.
My regards,
Widewing