"Do we really have to produce the sustained turn equation again? It's a function of the wingloading and, implicitly, both the powerloading (via max bank) and the slope of the CL/CD curve (via the CL at the sustained turn)."
Still after years of reading these boards it escapes me how the relative turn performance can be determined accurately only with wing-loading as input for aerodynamic quality. No max AoA taken into account, no max lift, high lift devices, what else?
If the common equation used for this gives the definite answer then IRL a huge, very thin flat plate with 1:1 aspect ratio would be turning better than, say, 6:1 aspect long wing with half the area and a good wing profile. Wouldn't it? IF it doesn't, would it be safe to say that the equation gives an approximation, nothing more, and it is up to the user to interpret how closely two planes can be compared in the first place using that equation?
-C+
It's a linear range equation so, no, the max AoA isn't taken into account. The impact of high lift devices is taken into account via the Cl curve itself. As for your assertion about the aspect ratio, I'd say it's incorrect, given that the slope of the CL vs Cd curve is ideally high and a low AR is going to allow the induced drag to be high. As for the flat plate, maybe, depending on how it's linear range CL vs CD performance compares to a good airfoil (I doubt favorably).
The following is from another post of mine...
Recall that Cl appears in the denom of that sustained turn equation. It'll be the Cl that delivers enough lift at some extreme bank theta max such that you lose no alt. This is where relative drag plays in to making or breaking the fighter. You can express, of course, the Cl as a function of the Cd0 and Cd, right? I.e., Cl = ((Cd-Cd0)/k)^.5. and THAT's ASSUMING WE'RE IN THE LINEAR CD VS CL REGION...
Since sustained turn will go up as Cl required decreases, we want to minimize (Cd-Cd0)/k
Remember that k = 1/(pi*AR*e) so that the denom will grow with AR. Leaving that aside since intuitively pleasing anyway, we can go on. Since Cd0 is a constant and Cd is always going to be greater than Cd0 at positive lift, we can say we want minimal induced drag for the necessary lift, yes? And this is why a Spitfire makes a better fighter than a barn door if both have the same wingloading and powerloading. I.e. you want something with a very healthy d(Cl)/d(Cd) as well as the two aforementioned attributes.