Question
A fighter pilot dives his plane toward the ground at 345 m/s. He pulls out of the dive on a vertical circle. What is the minimum radius of the circle, so that the normal force exerted on the pilot by his seat never exceeds three times his weight?
Answers
bobpursley
3mg>mv^2/r
solve for r
solve for r
my answer was wrong.. I got 4048.47? What did you get?
bobpursley
oops. Normal force on his seat includes his weight.
3mg>mg+mv^2/r
3mg>mg+mv^2/r
So then... once you divide out the m's it would be 3g>g+v^2/r?
bobpursley
yes.
Related Questions
A stunt pilot of mass 55.0 kg who has been diving her airplane vertically pulls out of the dive by c...
consider the magnitude of the normal force that the pilot's seat exerts on him at the bottom of a di...
An aeroplane flying in the air dips with a speed of 360 km per hr in a vertical circle of radius is...