FBD of Block: Real-Life Example and Equations

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Homework Help Overview

The discussion revolves around identifying a real-life scenario that corresponds to the free body diagram (FBD) of a block subjected to various forces, including normal force, tension, weight, and static friction. The context involves understanding the interactions between a block and a wall, particularly in relation to forces acting on the block.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants explore different scenarios involving a block glued to a wall and the forces acting on it, questioning the source of the normal force and the conditions under which it exists. There are discussions about the implications of horizontal forces and the role of static friction in maintaining equilibrium.

Discussion Status

The conversation is ongoing, with participants sharing various interpretations and examples. Some suggest imaginative scenarios, such as those involving amusement park rides, while others seek more concrete examples. There is a recognition of the need for a normal force for friction to occur, and participants are questioning the conditions necessary for such forces to be present.

Contextual Notes

Participants note the complexity of the problem, including the need to consider the effects of different forces and the conditions under which they act. There is an emphasis on the importance of understanding the relationships between forces in the context of real-life applications.

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Homework Statement


2z6bl8y.png


Describe a real situation that would give rise to the FBD of the block. N is normal, T is tension, W weight, f static friction

Homework Equations


Fnet = ma



The Attempt at a Solution


A block glued to a wall, while someone pulling a string down on it.
 
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tmobilerocks said:

Homework Statement


2z6bl8y.png


Describe a real situation that would give rise to the FBD of the block. N is normal, T is tension, W weight, f static friction

Homework Equations


Fnet = ma

The Attempt at a Solution


A block glued to a wall, while someone pulling a string down on it.
The glue's effect probably won't count as friction.

Where would the normal force come from ?
 
The normal force would come from the surface, say a wall
 
tmobilerocks said:
The normal force would come from the surface, say a wall

Under what condition(s) would the wall be exerting a horizontal force on the block ?
 
If you push with a horizontal force, canceling the normal force. Problem is I don't think you can add your own force.
 
tmobilerocks said:
If you push with a horizontal force, canceling the normal force. Problem is I don't think you can add your own force.
How about if the wall pushes with a constant force ? (In what direction would that have to be?)

What situation would require such a force? -- At least the magnitude of the force might be constant.
 
Block at rest on a rough wall. Man pulls the string attached to block to balance with static friction?
 
tmobilerocks said:
Block at rest on a rough wall. Man pulls the string attached to block to balance with static friction?
You need a normal force for there to be friction.

The normal force is generally a "reaction" force, so if the wall exerts a force of N (to the left) on the block, the block is exerting a force of magnitude N on the wall (to the right.)

It looks like there is only one horizontal force exerted on the block, namely N, which must be unbalanced if the magnitude of N is not zero. What would Newton say about that?
 
Will accelerate in normal force's direction
 
  • #10
Person just let's go off block originally held by hand
 
  • #11
tmobilerocks said:
Person just let's go off block originally held by hand

Then there is no longer any normal force -- once the person let's go.
 
  • #12
tmobilerocks said:
Will accelerate in normal force's direction

Yes.
 
  • #13
So what is an example of a real situation?
 
  • #14
tmobilerocks said:
So what is an example of a real situation?

It seems that you are to come up with the answer.
 
  • #15
Two blocks on table. Second block accelerating to left, exerting a normal force on first block. Person pulls down string on block.
 
  • #16
Anyone else willing to offer more tips/guidelines to solving this problem?
 
  • #17
tmobilerocks said:
Anyone else willing to offer more tips/guidelines to solving this problem?
Think with imagination about a trip to Palisades Park.
 
  • #18
Man still not getting it... can someone please offer specific advice? I understand the principles. It must be accelerating to the left, but I can't think of a real life example.
 
  • #19
PhanthomJay said:
Think with imagination about a trip to Palisades Park.

tmobilerocks said:
Man still not getting it... can someone please offer specific advice? I understand the principles. It must be accelerating to the left, but I can't think of a real life example.

Wow!

Jay gave an excellent suggestion -- to think about (rides) at an amusement park.

Initially, you might not have the tension involved.
 
  • #20
How about a larger block (m3) moving to the left which exerts a normal force on m2. m2 is connected to m1 via a string. m2 and m1 have the right values so they do not move vertically; instead they move at the same acceleration as m3.
 

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