MOTION AND MAXIMUM ACCELERATIONS OF A BICYCLE | INPHO PYQ's 2013| INPHO OLYMPIAD PYQ's 2013
Автор: Olympiad Wallah
Загружено: 2024-01-22
Просмотров: 4479
Описание:
Consider a bicycle in a vertical position accelerating forward without slipping on a straight horizontal road. The combined mass of the bicycle and the rider is $M$ and the magnitude of the accelerating torque applied to the rear wheel by the pedal and gear system is $\tau$. Each wheel's radius and moment of inertia are $R$ and $I$ (for axis) respectively. The acceleration due to gravity is $g$.
(a) Draw the free-body diagram of the system (bicycle and rider).
(b) Obtain the acceleration $a$ in terms of the above-mentioned quantities.
(c) For simplicity assume that the centre of mass of the system is at height $R$ from the ground and median at $2 R$ from the centre of each of the two wheels. Let $\mu$ be the coefficient of friction (both static and dynamic) between the wheels and the ground. Consider $M \gg I / R^2$ and no slipping. Obtain the conditions for the maximum acceleration $a_m$ of the bike.
(d) For $\mu=1.0$ calculate $a_m$.
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