Friction forces on ball hitting wall

In summary: You would have to specify the material of the ball and the wall, then calculate the adhesive force and that would probably be a very small force. In summary, when a ball is thrown parallel to the ground and hits a wall while arcing downwards with gravity, the forces acting upon the ball are gravity in the negative y-axis direction, friction in the positive y-axis direction, and normal force from the wall. There is no friction in the x direction, and the ball will bounce off the wall at a slightly less angle due to the friction force. The momentary stop of the ball upon hitting the wall may be influenced by drag, but the effect of molecular forces is likely negligible.
  • #1
Darkmisc
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Homework Statement



Suppose I throw a ball at a wall parallel to its x-axis.

At the moment it hits the wall, what forces are acting upon the ball?

Homework Equations



None. Relevant assumptions: ignore any spin on ball.


The Attempt at a Solution



I think they'll be:
- gravity acting in the negative y-axis direction
- friction acting in the positive y-axis direction
- friction acting in the negative x-axis direction.

Friction may be kinetic or static depending on whether ball slips while bouncing?

Have I missed anything? Or included something falsely? I'm pretty sure that there's a friction force in the negative y-axis direction, but not entirely sure, since the ball's path will be arcing downwards with gravity.
 
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  • #2
The is no friction in the x direction. That will be your normal force supplied by the wall. Your friction from the wall is in the positive y direction. Other than that I believe that everything is good.
 
  • #3
You've forgotten one crucial force, the force that actually makes the ball bounce back.
 
  • #4
kjohnson said:
The is no friction in the x direction. That will be your normal force supplied by the wall. Your friction from the wall is in the positive y direction. Other than that I believe that everything is good.

Why would there be no friction in the x direction? The ball is trying to move in the x direction while the normal force is pressing it against the wall, so there has to be friction.
 
  • #5
There will be friction because of the normal force but it is in the y direction.
 
  • #6
Why not in the x direction too?
 
  • #7
The wall can't supply friction in the x direction. Its just like when you pull a box on the ground there will be a friction force in the horizontal direction because of the normal force but no component of friction in the verticle direction. I will attach a picture of the FBD in a moment.
 
  • #8
I'd forgotten about the normal force.

If the normal force is in the z-axis direction, can the friction force act in any direction on the xy plane?
 
Last edited:
  • #9
From the FBD where W=weight N=normal force f=friction one can see that there is no component of friction in the x direction. N and f are impulse forces that will change the balls momentum. If no friction were present the ball would rebound at the same angle it hit at, but with friction it will rebound at a slightly less angle. Also that friction force will apply a torque or moment to the ball in the counter-clockwise direction, but that is not part of the question. The friction at the instant the ball hits is also equal to the shear force experienced by the wall.
 

Attachments

  • Impulsewall.jpg
    Impulsewall.jpg
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  • #10
Actaully if it hits parallel to the x-axis or with a very small y component of velocity than the friction force will vanish...
 
  • #11
Something else I forgot to ask:

Does the ball momentarily stop as it hits the wall? I ask this because I'm wondering if drag acts at all in the instant the ball (which is quite light) hits the wall.
 
  • #12
Sorry, I'd misstated the original premise.

The ball is thrown parallel to the ground. It hits the wall while arcing downwards with gravity. It also bounces off the wall at some arbitrary angle to the z-axis.
 
  • #13
kjohnson said:
From the FBD where W=weight N=normal force f=friction one can see that there is no component of friction in the x direction.

I can't see that at all. Think about it this way: at the moment the ball hits the wall, some of its molecules lock on to the wall's molecules. As the ball tries to move in the x direction, the intermolecular bonds try to prevent this movement and exert a force in the -x direction.
 
  • #14
I don't think that molecular forces would come into play for most cases.
 

Related to Friction forces on ball hitting wall

1. What is friction?

Friction is a force that resists motion between two surfaces that are in contact with each other.

2. How does friction affect a ball hitting a wall?

When a ball hits a wall, friction forces act in the opposite direction of the ball's motion, causing it to slow down and eventually come to a stop.

3. What factors affect the amount of friction between the ball and the wall?

The amount of friction between the ball and the wall depends on the type of surfaces in contact, the force pressing the surfaces together, and the roughness of the surfaces.

4. Can friction forces on a ball hitting a wall be calculated?

Yes, the amount of friction can be calculated by using the coefficient of friction, which is a measure of the roughness of the surfaces in contact, and the normal force exerted on the ball.

5. How can friction forces be reduced in this scenario?

To reduce friction forces on a ball hitting a wall, the surfaces in contact can be made smoother, or a lubricant can be applied to decrease the coefficient of friction. Additionally, reducing the force pressing the surfaces together can also decrease friction.

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