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Originally Posted by Strawn Okaaaaay. Almost sounds like an impossible task, considering the need for HP performance graphs not withstanding the propellor efficiency or 'power-transmission efficiency' (i.e., eta) issues. (As you can see, I am new enough to this field that I have to create phrases to describe some of the concepts, in contrast to using the appropriate terms.)
Which parameters are you 'accepting' estimates for in this modelling? |
Soren outlined most of the documented parameters (i.e Aspect Ratio, wing/tip efficiency, Wing Area, CLmax, etc) for each of the ships he wants to compare.
The weights, engine boost, actual manufacturer Hp as function of altitude and Flight test speeds for these parameters are next step.
We can probably agree to ignore compressibility effects on Propeller/engine system at speeds >.5 M and just pick a value - say ".82".
From my own perspective I'm ambivalent about normalized KTAS and density variances as we are theoretically going to pick values from Flight Tests - most of which make corrections for standard Temp and Pressure - as those factors go away once we agree on common altitudes from Flight Test plots.
I am hung up in this 'theoretical' exercise simply because a,) Propeller efficiencies are an arcane analysis, and b.) the math behind turn performance is in fact integral calculus.. it is modelling the rate of change over time for the Free Body Force diagram as the fighter changes relative angle of attack to increase the lift to compensate for the bank angle Lift vector required to offset weight (for level flight assumption) -until it can't fly level anymore.
In reality the a/c slows down in the process, so the entire Induced Drag, Parasite Drag calculations, in real world, are also an integration process, because velocity also changes with time...
A friend has developed a nice model that enables plug ins for one weight, AR, Hp and max V for that HP to get the Velocity to G plot of interest but it is good only for that Hp/Vel state and as such is not comparable across all altitudes/Hp/Velocity states. He assumes a THP/SHP ratio of .8 (IIRC)
All of these ships had different strike zones for best performance..
I did this as an exercise in school once, but it was a jet engine and simpler to do.
Candidly I have better things to do than set up a sophisticated model and am toying with Crumpp's spreadsheet to see what I have to do - assuming we get all the plots we need for Hp/Boost/Speed/Altitude relationships - to then plug in altitude related variables..