Solve Block and Friction Problem: Get Tips & Help Now

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    Block Friction
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Homework Help Overview

The discussion revolves around a block and friction problem involving multiple blocks and a string. Participants are attempting to analyze the forces acting on the blocks using free body diagrams, while also considering the implications of the blocks not moving relative to each other.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants are discussing the assumptions regarding the string's properties and the motion of the blocks. Questions are raised about the meaning of the blocks not moving relative to each other and how to calculate the normal force between specific blocks.

Discussion Status

There is an ongoing exploration of the problem with participants seeking clarification on the assumptions and the forces involved. Some guidance has been offered regarding the analysis of forces and the need to label unknown forces, but no consensus or resolution has been reached yet.

Contextual Notes

Participants are working under the constraint of not having complete information about the system, such as the material properties of the string and the specific forces acting on the blocks. The discussion includes uncertainties about the dynamics of the system and the interpretation of the problem statement.

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I need help with this question:

Please see attachement. I tried to solve by making a free body diagram of all the blocks but i don't seem to get to a solution

Any sugestions on how to solve are greatly appreciated.

Thanks
 

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physics_learn said:
I need help with this question:

Please see attachement. I tried to solve by making a free body diagram of all the blocks but i don't seem to get to a solution

Any sugestions on how to solve are greatly appreciated.

Thanks
Welcome to Physics Forums,

Firstly, I'm assuming that since no 'stiffness parameter' given, the question means that the string does not undergoe any compression or extension, would that be correct?
 
Hootenanny said:
Welcome to Physics Forums,

Firstly, I'm assuming that since no 'stiffness parameter' given, the question means that the string does not undergoe any compression or extension, would that be correct?

That is correct, the string compression or extension is neglected. We don't know the material of the string either so we assume the string only applies tension.

Any idea on how to solve this question. Thank you?
 
physics_learn said:
That is correct, the string compression or extension is neglected. We don't know the material of the string either so we assume the string only applies tension.

Any idea on how to solve this question. Thank you?
Start by analysing the forces on each block.
 
I tried to do the free body diagram for all blocks but I'm confused about the part that says "the blocks do not move relative to each other". Does this mean that the system is moving with constant velocity? and how do you calculate the normal force between block 3 and block 2?

Thanks for the suggestions
 
physics_learn said:
I tried to do the free body diagram for all blocks but I'm confused about the part that says "the blocks do not move relative to each other". Does this mean that the system is moving with constant velocity?
No, it means that all three blocks move with the same velocity.
and how do you calculate the normal force between block 3 and block 2?
Start by analyzing the forces on each block. If you don't know a given force, label it and continue. (For example, call the normal force N.) Apply Newton's 2nd law.

Hint: Do the blocks accelerate?
 
Thank you Doc Al. Since there is a force applied to m3 there is acceleration, but inside the system the three blocks are stationary.
I am still not sure how to calculate the normal force. Do i have to consider a contact force between blocks 2 and 3? I am having difficulties picturing this.

Please help
 
physics_learn said:
I am still not sure how to calculate the normal force. Do i have to consider a contact force between blocks 2 and 3?
Absolutely. That contact force has both a normal and a vertical component.
 

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