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On Jun 18, 1:39*pm, Hellman wrote:
I've been flying gliders for years, but the following question only occurred to me recently: In mechanically compensated varios, the TE pressure is supposed to be as much below static as pitot is above that. That makes sense since "ram air pressure" increases as v^2, as does the kinetic energy of the ship. But pitot pressure is proportional to IAS, whereas the kinetic energy of the ship would seem to need TAS. If I haven't made a mistake (and please correct me if I have), TE compensation will only be correct at one altitude. At higher altitudes it will be under compensated, and at lower altitudes over compensated. Comments please! Of course you are correct that at a given TAS the suction generated in the TE probe will decrease proportional to the air density at that altitude. However don't forget that the rate of air density at altitude does not decrease linearly. The air pressure at altitudes we fly at is pretty much 1013 / 2^ (altitude/18000). If you work out the derivative of that you'll find the rate of change of pressure at a particular altitude is proportional to the pressure at that height. That means that the change in potential energy from a 1m change in height will *also* be misread proportional to the air density at that height. So the two effects cancel each other out. |
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