Originally posted by niklas:
I didnīt called the engineers idiots.
Where did the calibration happened? Near sealevel, with 20°C?? How can you know that at -80°C in very thin air, where ice particles etc. can influence the instrument, everything is working still as good as near sealevel?
They did a radar tracking? How did they know about the current wind in 35k?
I believe that you are ill imformed. For starters, temperature will stabilize at just about -56°F, regardless of altitude. Secondly, properly instrumented test aircraft will be fitted with thermocouples to sense outside air temp. I suspect that you don't have any knowledge or understanding about how flight testing is performed, nor the methodology of collecting and evaluating data. No crime in that. However, it does make your argument seem somewhat more than silly.
Exactly. And you want to tell me that the Thunderbolt did mach .76 in a level flight, without the help of gravity? Just look at the mach number of the propeller tip...
Let's stop and think about tip speeds. The XP-47J had a reduction gear ratio of .47 to 1. In other words, the propeller turned .47 revolutions for every revolution of the crankshaft. So, at 2,700 rpm, the prop is turning at 1,269 rpm. Measuring 12.8 feet in diameter, the extreme tip travels roughly 40.2 feet/rev. 1,269/60 = 21.15 rev/sec. Therefore, 21.15 x 40.2 = 850 ft/sec would be the rotational tip speed. The speed of sound at 34,300 ft is very near to 670 mph, or 983 ft/second. Rotational tip speed is right around Mach .87. However, the propeller is also moving forward. It's actual motion is best described as being helical. The equation used to calculate this is: Vtip = Sqrt(Vrotation^ + Vfwdvel^). So,
850^ = 722500 + 743^ = 1274549. The square root of 1274549 = 1,128 ft/second. Therefore, the extreme prop tips are at Mach 1.14 at 507 mph. Working the equation for various blade stations, one discovers that about 17% of the prop is experiencing a substantial drag rise. Nonetheless, the loss of efficiency is somewhat less than that. Don't depend on Gus Pappas' drag rise calculations. They do not account for the chord to thickness ratio of the prop blades, which generally was in the 3-5% range. Compare that to 8% for the Bell XS-1 wing. Indeed, low ratio wings suffer minimally from compressibility, and propellers even less so. The limiting factor as concerns prop driven aircraft was not so much the drag rise of supersonic tip speeds, but the drag rise of the prop disk as a whole.
My regards,
Widewing