Estimate Weight of Plane & Air Speed Above Wings

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The discussion focuses on estimating the weight of an airplane and the airspeed above its wings based on given parameters. The pressure difference of 525 Pa and wing area of 128 m² leads to a calculated lift force of 67,200 N, indicating the plane's weight. The weight is confirmed to be 67,200 Newtons, which corresponds to a mass of approximately 6850 kg. For estimating airspeed above the wings, participants suggest using Bernoulli's equation, but there is confusion due to missing variables like initial pressure and height. The conversation highlights the challenge of applying Bernoulli's principle with insufficient data.
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An airplane flies on a level path. There is a pressure difference of 525 Pa between the lower and upper surfaces of the wings. The area of each wing surface is about 128 m2. The air moves below the wings at a speed of 81.5 m/s. Estimate (a) the weight of the plane and (b) the air speed above the wings.

Fup = PA
Fdown=mg

F=525*128=67200 N
67200 = m(9.81); m=6850.153kb

It weighs 67200 Newtons doesn't it?

also, I am unsure how to begin part b - any ideas? Thanks
 
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for b u use bernoulli equation and throw the pressure to one side.u will notice that is P1 - P2 and that's ur 525 Pa
 
semc said:
for b u use bernoulli equation and throw the pressure to one side.u will notice that is P1 - P2 and that's ur 525 Pa

hmm, to use bernoulli's equation I need:

Bernoulli_eqn_s.GIF


I don't have initial pressure, final pressure, the height, or any way to calculate V above the wings... I guess I'm unsure how to solve with so many unknowns??
 
any ideas? This one sure has me confused...
 
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