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The aspect ratio for the 262 is ~ 6.9 to 5.85 for the 51
7.23 vs 5.85
Just to be exact
Holtzauge,
I know that book, and it's based on memory and wrong data.
The Cd0 of the Me-262 couldn't have been that high.
Plus NACA has lower Cd0 figure for the P-80.
Davparlr
The P-80 wasn't faster than the Me-262, the Me-262 was faster than the P-80. The P-80A of 1945 with its 17.1 kN engine had a top speed of barely 800 km/h.
See above.P-80A top speed at 17.1 kN: 792 km/h
This is at 6 km, not SL.Me-262 top speed at 17.6 kN: 870 km/h
Davparlr,
Read up on the P-80A, it didn't reach past the 792 km/h at alt, and 898 km/h at SL, and the P-80A's in actual service by 45 didn't even reach that speed. I will find the reference for you, will dig it up in my archive this week.
This is the test no one seems to have a copy of?And according to US comparative tests the Me-262 climbed and accelerated faster than the P-80.
Holtzauge,
He used incorrect base data, that's all. His calculations are all good, no problem there.
A Cd0 of .20 makes no sense really, considering just how fast the a/c is. Also NACA figures are different, with the P-80 having a lower Cd0 than the P-51.
Looking at the data available and disregarding the figure I remember reading somwhere, I have calculated the Me-262's Cd0 to be in area of .015.
Moving on to the effect of increases in AR;
The real difference of 7.23 vs 5.85 in AR is as follows (Assuming similar Cl e):
(1.3^2)/(pi*5.85*.80) = 0.114945237
(1.3^2)/(pi*7.23*.80) = 0.093005482
That's a difference of 23.6%, a pretty noticable advantage I'd say.
When it comes to the Cdi, the AR is the dominant factor.
Davparlr,
Read up on the P-80A, it didn't reach past the 792 km/h at alt, and 898 km/h at SL, and the P-80A's in actual service by 45 didn't even reach that speed. I will find the reference for you, will dig it up in my archive this week.
The Me-262A-1a with 17.6 kN of thrust reaches 838 km/h at SL and 870 km/h at alt. (And 900 + km/h in British speed trials) And according to US comparative tests the Me-262 climbed and accelerated faster than the P-80.
Holtzauge,
I used the higher Cl figures because I was under impression that we where talking turning comparisons here, not straight flight.
The Cd0 of 0.021 seems way too high. Could you post the document?
At any rate this doesn't go against the fact that the jets are much slicker a/c than the piston engined a/c, which is why the pilots note the much better energy retention in tight turns.
Holtzauge, just post the document please.
Btw, the German put a P-51 in a windtunnel as-well, so it would be interesting to see what figures they got there.
As for the figures in Hoerner's book, well they differ from the NACA's own figures, and not because he calculated wrong but because he used wrong figures. Otherwise how could he get the P-80's Cd0 figure to be higher by 0.007 compared to that by NACA ?
Why should I post the document? It's from my private collection.
Let's recapitulate:
I provided a Cd0 figure of 0.02 for the Me262 based on Hoerner (see previous post above). You said Hoerner was wrong. I provided another unrelated source saying the same thing (see previous post above).
So far you have provided no references only your feelings what the results should look like.
I'll be happy to continue this discussion when/if you provide something substantial.
And ? Is there something in it you don't want us to see ? Is it secret ?
Doesn't inspire allot of confidence Holtzauge.
And I provided sources which contradicted these: NACA.
Also until you provide the document which you claim to have we cannot know wether it's true or not, or wether you've read it properly, now can we?
I beg your pardon ? I provided figures from NACA, figures which showed significantly lower figures for the jets.
Right back at you.
What's this thread about again? Turn rates piston vs turbine? Graphs presenting this against that? Seems scientific enough, though we have a little conflict going above. But, if I was to mix it up with a jet I'd simply throttle back, horse it in a bit to get the lead or cause the jet to assume the larger turning radius to keep his all-too-sacred airspeed.