Understanding Centripetal Force & Friction

In summary, the conversation discusses the concept of friction in circular motion. The question is raised about why friction is directed towards the center in circular motion, and the conversation explains that it is not exactly towards the center, but rather perpendicular to the plane of the wheels. The concept of lateral resistance and its role in steering is also discussed. The conversation ends with a clarification on the direction of friction and its relation to momentum.
  • #1
reyrey389
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So I know for a mass m with velocity v to travel in a circular motion, there has to be a centripetal force towards the center, but I'm having trouble intuitively visualizing why friction is directed towards the center?

The way I see it, is for the car to turn , say left, the wheels rotate to the left, and as they're rotating they sort of "grab the ground and push back on it". As a result of Newtons 3rd law, the ground pushes back on the wheels, therefore wouldn't the force be acting in the plane the wheels are rotating, instead of perpendicular to them? I've attempted to show what direction friction acts on the tire.

I know this has been asked several times on this thread, but after days of looking up different threads, I still can't get it to sink in, thanks I appreciate any help.
 
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  • #2
friction.png
 
  • #3
reyrey389 said:
I'm having trouble intuitively visualizing why friction is directed towards the center?
It's not exactly towards the center, if the wheels are for example driven by the engine via the axis.

reyrey389 said:
they're rotating they sort of "grab the ground and push back on it"
This sounds like you are talking about wheels driven by the engine via the axis. For simplicity you should rather consider
steering with ideal free spinning wheels, which can only provide lateral resistance.

Press a toy car firmly against a high friction surface, and try to move it sideways (perpendicular to the plane the wheels). The resistance the car offers is friction of the wheels perpendicular to the plane the wheels. That's the lateral resistance crucial for steering.


 
  • #4
Thanks so much for replying quickly, as this is my first question on here for a while, but i am a complete foreigner to your terminology/explanation. But after
Hours of looking up threads here, i somewhat found luck off this thread
https://www.physicsforums.com/threads/how-does-friction-causes-centripetal-acceleration.673274/. And the vector diagram provided by cepheid which shows a rolling friction and sliding friction being added to give the the friction that is radially inward and perpendicular to the tire .It looks like i had one part of the diagram in mine ( the reaction force from the tires rolling against the pavement) but i was missing the fact that the car still has some momentum in the direction of its velocity and thus the tires while rolling in the direction the tires were rotated are still sliding somewhat against the pavement and thus there is friction that opposes this sliding in the direction of the blue vector in the diagram
 
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  • #5
reyrey389 said:
i was missing the fact that the car still has some momentum in the direction of its velocity
A car always has momentum only in the direction of its velocity.

reyrey389 said:
and thus the tires while rolling in the direction the tires were rotated are still sliding somewhat against the pavement
It has nothing to do with sliding. Wheels can provide lateral resistance without any slippage via static friction.
 

FAQ: Understanding Centripetal Force & Friction

What is centripetal force?

Centripetal force is the force that keeps an object moving in a circular path. It is directed towards the center of the circle and is responsible for changing the direction of the object's velocity.

How is centripetal force related to friction?

Friction is one of the forces that can act as a centripetal force. In order for an object to move in a circular path, there must be a force acting towards the center of the circle. Friction, along with other forces like tension or gravity, can provide this necessary centripetal force.

What is the difference between static and kinetic friction?

Static friction is the force that prevents two surfaces from sliding past each other when there is no relative motion between them. Kinetic friction, on the other hand, is the force that opposes the motion of two surfaces that are already in relative motion.

How does friction affect the centripetal force in a circular motion?

Friction can either increase or decrease the centripetal force in a circular motion. If the surface has a high coefficient of friction, it can provide a greater centripetal force and help keep the object moving in a circular path. However, if the surface is slippery and has a low coefficient of friction, it can decrease the centripetal force and make it more difficult for the object to maintain its circular motion.

How can we reduce the effects of friction in a circular motion?

To reduce the effects of friction in a circular motion, we can use lubricants or reduce the contact surface area between the object and the surface it is moving on. This will decrease the amount of friction and allow the object to maintain its circular motion with less resistance.

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