Formula for finding maximum velocity in vertical circle
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Hey!
Given:mass of piolot = m = 75 kg, radius of circle = r = 200 m, velocity of plane = v =360 km/h = 360 x 5/18 = 100 m/s , To find: force at the top of loop = FT = ?, Force at bottom of loop = FB = ?,. At the topmost point, the centrifugal force acts vertically upward and the weight of the body acts vertically downward
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net radial force on the particle is FR = T - mg cos θ
=> T - mg cos θ = mv2/R
=> T = mv2/R + mg cos θ
Since speed of the particle decreases with height, hence tension is maximum at the bottom, where cos θ = 1 (as θ = 0).
=> Tmax = mv2/R + mg; Tmin = mv'2/R - mg (at the top)
Here, v' = speed of the particle at the top.
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