Can a Ball Roll Purely Without Friction?

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SUMMARY

A rigid ball cannot roll purely without friction on a rigid surface while maintaining constant velocity. The act of rolling is fundamentally caused by the tangential force at the bottom of the ball, which is generated by friction. Without friction, the ball would not transition from sliding to rolling; it would merely spin in place. The discussion emphasizes that while theoretical scenarios can be imagined, practical physics dictates that friction is essential for rolling motion.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Basic principles of friction and its role in motion
  • Concept of rotational dynamics
  • Knowledge of rigid body mechanics
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  • Explore the principles of Newton's laws of motion in detail
  • Research the effects of friction on rolling objects
  • Study rotational dynamics and angular momentum
  • Investigate theoretical physics scenarios involving altered physical laws
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Physics students, mechanical engineers, and anyone interested in the principles of motion and friction in rigid bodies.

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suppose a rigid ball have pure rolling with constant velocity on rigid level without friction , is it possible ?
 
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What causes the 'rolling'? Isn't it the inertia of the mass countered by a tangential force at the bottom caused by friction? Otherwise it would be sliding.
 
If you ignored friction just between the surfaces (otherwise getting it rolling in the first place would be difficult), you could get the ball to "spin" but it would do so in place. If you wanted it to move as well you'd have to push it. The two motions (spin and horizontal velocity) would be independent (I don't think the spin would have any reactionary influence on the velocity without friction, but I'm not certain).

Anything is possible if you design a funky universe around desired conditions.
 

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