Moving Airplane; Strongman Competition

AI Thread Summary
The discussion centers on the feasibility of a strongman moving an airplane without assistance, with participants questioning the necessary force to initiate and maintain movement. Calculations suggest that the force required to overcome rolling resistance for a 200,000-pound plane is approximately 2,660 Newtons, which is comparable to the lifting capabilities of elite weightlifters. The conversation highlights that airplane tires have better rolling resistance than car tires, potentially making it easier to move the plane. Additionally, optimal tire inflation could further reduce the force needed. Overall, while moving the plane may be challenging, it is theoretically possible under certain conditions.
leroyjenkens
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https://www.youtube.com/watch?v=ZiestvrumYM

Is this possible without assistance? I don't see how he could even get that plane moving. I think maybe he could KEEP it moving, but what do you guys think?
 
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to see what is required first answer some questions:

1) heaviest weight lifted by a person

2) weight of the plane (~200K lbs)

3) rolling resistance for tires on asphalt and radius of tires

http://www.engineeringtoolbox.com/rolling-friction-resistance-d_1303.html

In the previous article they mention it takes 440 Newtons to pull a car

so doing a simular calculation for a plane:

F = c * (mass.of.plane) * g = 0.03 * 9070 kg 9.81 = 2660 N

and comparing it to force needed to lift Olympic Gold medalist weights:

snatch weight (mass.of.weight) * g = 214 kg * 9.81 = 2099 N

and clean/jerk weight (mass.of.weight) * g = 263 kg * 9.81 = 2580 N

so both numbers are in the ball park of human endurance.

Some things to consider a the rolling resistance of airplane tires better than car tires (I'd say yes) and they are probably inflated to optimal pressures to minimize flattening and promote rolling. Better rolling reduces the required Newtons to pull.
 
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