Direction of friction on bicycle wheels

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SUMMARY

The direction of friction on bicycle wheels is crucial for understanding their motion. When pedaling, the rear wheel rotates clockwise, causing the point of contact with the road to move backward, which results in friction acting forward on the rear wheel. Conversely, the front wheel experiences friction acting backward as it moves forward, opposing the direction of motion. This interplay of forces is essential for the translational acceleration of the bicycle.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Basic knowledge of friction and its role in motion
  • Familiarity with free body diagrams (FBDs)
  • Concept of rotational dynamics and torque
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  • Study the principles of Newton's laws of motion in detail
  • Learn about the different types of friction and their applications
  • Explore free body diagram techniques for analyzing forces
  • Investigate the effects of torque on rotational motion in bicycles
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Physics students, mechanical engineers, and bicycle enthusiasts looking to deepen their understanding of motion dynamics and friction in cycling.

iitjee10
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When a bicycle is moving on a road, what is the direction on each of its wheels.
I think backward on both wheels because the condition of pure rolling is there on the wheels.
But then there won't be the necessary forward force that propels the bicycle forward. So what is the exact direction of friction? Is it different on both wheels. A general clarification with FBD's , forces and torques would be appreciated
 
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iitjee10 said:
I think backward on both wheels because the condition of pure rolling is there on the wheels.

Could you explain what do you mean by that?

Keep in mind that friction acts in the direction opposing the direction of the motion.Now think what is the direction of motion of a point on a wheel at the point of contact with the road and what would be the direction of the friction force acting on that point.
 
Last edited:
Consider a bicycle first. Pedaling the bicycle (accelerates and) rotates the back wheel in clockwise sense. The velocity of point of contact is therefore backwards. Hence, friction must act forward on the rear wheel.

This frictional force causes a translational acceleration of the entire bicycle, including the front wheel. The velocity of point of contact tends to develop in the forward direction. So friction acts in the backward direction.
 
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