Airplane Wings & Atmospheric Pressure

AI Thread Summary
The discussion focuses on understanding the concept of lift generated by airplane wings based on area and atmospheric pressure differences. The correct ranking of lift from highest to lowest is determined by calculating the lift force using the formula F = PA, where P is the pressure difference and A is the wing area. The example provided shows that with a wing area of 100 m^2 and a pressure difference of 4% of atmospheric pressure, the lift force calculated is 400,000 N. Participants express confusion about the underlying reasoning and mathematical concepts involved in these calculations. Clarifying these principles is essential for a better grasp of how lift is generated in aviation.
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1. I got the correct answer but I am confused about the reasoning and want to understand the concept..

"Rank from most to least, the amount of lift on the following airplane wings: a. Area 1000 m^2 with atmospheric pressure difference of 2.0 N/m^2, b. Area 800 m^2 with atmospheric pressure difference of 2.4 N/m^2, c. Area 600 m^2 with atmospheric pressure difference of 3.8 N/m^2




2. N/A



3. C, A, B
 
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I have a similar one that is related to this question (and I already have the answer) but I am confused to the concept of it and want to understand it..

"Consider an airplane with a total wing surface of 100^2 m. At a certain speed the difference in air pressure below and above the wings is 4% of atmospheric pressure. Show that the lift on the airplane is 400,000 N."

A: Pressure = F/A, F=PA=(0.04)(〖10〗^5 N/(m^2)) (100 m^2) = 4 x 10^5 N = 400,000 N for lift of airplane

Confused in understanding the reason of this...(math and equations are not my strong suit)
 
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