(c) Deduce an expression for the angle of
bending of a cyclist on a curved peth. 4
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Mass of cyclist + cycle = M
Radius of curvature of the curved path = R
Angle of inclination from vertical = Ф
Acceleration due to gravity = g
Velocity of cyclist = v
Let the normal force : N from the ground on to cyclist.
Balance forces in horizontal and vertical directions.
N sin Ф = M v² / R = centripetal force for the cyclist to move in a curve of radius R
N cos Ф = M g = weight balanced by normal reaction from ground
SO divide equ 1 by equ 2
Tan Ф = v² / Rg Ф = tan^-1 (v² / R g)
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