Acceleration and Force question - Thanks

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Homework Help Overview

The discussion revolves around a physics problem involving two blocks on a ramp, focusing on finding the acceleration and force acting on the blocks. The problem includes considerations of forces such as gravity, normal force, and friction, particularly in the context of a 20-degree incline.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the necessity of drawing free body diagrams (FBDs) for both blocks to analyze the forces acting on them. There is uncertainty about how to incorporate the ramp's angle and friction into the calculations for acceleration and force.

Discussion Status

Participants are actively engaging with the problem, questioning the setup and the assumptions made about the forces involved. Some guidance has been offered regarding the use of FBDs and the application of Newton's second law, but there is no explicit consensus on the approach to take.

Contextual Notes

There is mention of a 20-degree ramp and the need to consider both blocks as a system versus individually, which raises questions about how to accurately account for the forces acting along the incline.

nukeman
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Homework Statement



Image below shows the questions. I need help with B and C - Finding the acceleration and the force...

seub1d.png






Homework Equations





The Attempt at a Solution



I am not sure how to find acceleration going down a ramp. So, B and C
 
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The starting point is to draw the two FBDs, one for A and one for B. Then someone can help you.
 
grzz said:
The starting point is to draw the two FBDs, one for A and one for B. Then someone can help you.

umm...yes I know. I already drew the diagrams. As I stated, I need help with B and C.

Box A has a force of Gravity, normal force, friction force, and force from box b.

Box B has a force of gravity, normal force, friction force, and force from box a

Is that correct?
 
Now use F(net) = ma twice. Once for A and once for B.
 
grzz said:
Now use F(net) = ma twice. Once for A and once for B.

That cannot be correct. You are not taking account of the 20 degree ramp ??
 
Use f=ma in the direction parallel down the plane. You have to use component of weight.
 
Can anyone else help me with B and C ?

I am not sure how to find the acceleration of the system with the friction and 20 degree slope of the ramp, as pointed out in my original post.

THanks
 
see the attachment to see how one can use F = Ma along the plane.
 

Attachments

Now try to do the same for block A.
 
  • #10
grzz said:
Now try to do the same for block A.

I am not trying to find acceleration of one block, but both as a sytem...

Thanks for the diagram!

How do I use F = Ma to find the acceleration in the diagram you gave me?

F would be 100n correct? M would be 15kg correct? a would be ?
 
  • #11
I think that you were asked to draw the FBD for EACH block so that you can enter the force required in part (c).
If you treat both as one block, then the force required in (c) will not enter.
That is why I suggested that you use F = Ma for each block separately.
 
  • #12
Oh ok. So, let's say I do that, and start with block A

How do I use F = Ma ? while including the angle and friction? How do I find a?

Thanks!
 
  • #13
Let us start with block B so that we can use the diagram in the attachment.
What are the forces acting on B downwards along the inclined plane?
 
  • #14
grzz...

Forces acting on B are Gravity, friction in opposite direction of acceleration, and normal force from the ramp, and applired force from block A ?
 
  • #15
nukeman said:
Forces acting on B are Gravity,

But the force due to gravity is vertically downwards and we want forces downwards ALONG the inclined plane.

So what do you think we need to do?
 
  • #16
grzz said:
But the force due to gravity is vertically downwards and we want forces downwards ALONG the inclined plane.

So what do you think we need to do?

The forces along the plane are just friction?

So, what do we do with that?

for acceleration ?
 
  • #17
Part (a) of the question was to draw the FBD for EACH block because this is the starting point of the solution.
You said that you drew these FBDs.
If you look at the FBD for block B there are THREE forces parallel to the plane:
the push of A on B up the plane,the friction of plane on B up the plane and a COMPONENT of the weight of B down the plane.
Now find this component of the weight of B.
 

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