Friction on top of object with frictionless surface?

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Homework Help Overview

The discussion revolves around the dynamics of two objects, where one object rests on another with a frictionless surface beneath the lower object. The original poster is exploring the effects of a horizontal force applied to the top object and its implications on the motion of both objects, particularly in the context of static and kinetic friction.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the relationship between the applied force on the top object and the resulting motion of the bottom object, questioning how static friction influences their accelerations. Some participants consider scenarios where the objects may accelerate at different rates and the conditions under which this occurs.

Discussion Status

The discussion is ongoing, with participants providing insights into the mechanics of friction and acceleration. There are various interpretations being explored regarding the forces acting on each object and the role of static friction in their interactions. Some guidance has been offered regarding the conditions that lead to different accelerations, but no consensus has been reached.

Contextual Notes

Participants are navigating the complexities of frictional forces and their effects on motion, with some noting the challenges of expressing their thoughts clearly in the forum format. There is an acknowledgment of the coefficient of static friction and its role in the problem context.

lax1113
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Friction on top of object with frictionless surface?

Homework Statement


If an object1 has friction between it and object2, and object 1 rests on object 2, when a force is appliced to object 1 that is horizontal, what impact will it have on object 2 when the surface object 2 is on has negligible friction.



The Attempt at a Solution


This isn't the exact problem, but this is the part that i cannot understand. According to the answers in the back of the book, object 2 seems to be experiencing a force that is equal to that of object 1, minus the static friction. Whereas object 1 uses the kinetic friction to get its net force. I don't understand why this would be, if it even is.
 
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The second object will move with the first object as long as the force applied does not exceed the force due to static friction between the objects.
 


So, what about the case of one object having a different acceleration than the other object? Say the top one accelerates at 6m/s^2 and the bottom only 1m/s^2. Is this due to the fact that the bottom one has no actual force acting on it but just is being acted on by the friction of the top one?
 


lax1113 said:
So, what about the case of one object having a different acceleration than the other object? Say the top one accelerates at 6m/s^2 and the bottom only 1m/s^2. Is this due to the fact that the bottom one has no actual force acting on it but just is being acted on by the friction of the top one?

No, the only way these can accelerate at different rates are if the force applied is greater than the force due to static friction between the blocks. If this happens, the top object will accelerate with respect to the bottom block and will end up falling off of the front.

[tex]\sum F_{top}=F_a-F_f=m_{top}a<br /> \sum F_{bottom}=F_f=m_{bottom}a[/tex]

Something like that.
 


I got you slight,
Thanks,
It is like the second example you gave, the acceleration is only for that moment in time, so after a while, the top would fall off of the bottom.

How do you make the white part? where you write stuff out...
Would help a lot when i try to explain stuff haha
 


lax1113 said:
I got you slight,
Thanks,
It is like the second example you gave, the acceleration is only for that moment in time, so after a while, the top would fall off of the bottom.

How do you make the white part? where you write stuff out...
Would help a lot when i try to explain stuff haha

The coefficient of static friction that would hold the boxes together is equal to the force applied for all times except the initial push that sets it into motion and when the static force turns into kinetic friction and the top box accelerates off of the bottom. And you can put tags using the sigma icon in the create-a-thread box.
 


Thank you very much!
Although I intially needed help with this problem, I think that the insert box might be even more helpful! I can never post questions here because it is so hard to understand with all the ^n and parenthesis everywhere.

Thanks!
 

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