Push Mass Up Ramp: What Makes Vertical Displacement?

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Discussion Overview

The discussion revolves around the mechanics of pushing a mass up a frictionless ramp using a horizontal force. Participants explore the relationship between horizontal and vertical displacements, the role of normal force, and the concept of work done in this context.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification
  • Mathematical reasoning

Main Points Raised

  • Some participants assert that the normal force does no work since it is perpendicular to the displacement, questioning how vertical displacement occurs.
  • Others propose that a horizontal force can still contribute to vertical movement due to the ramp's geometry, suggesting that the ramp converts horizontal force into vertical force components.
  • One participant emphasizes the importance of understanding work as a dot product of force and displacement, noting that if the angle is 90 degrees, the work done is zero.
  • Another participant highlights that moving an object horizontally on a frictionless surface requires no work, implying that the only work done is related to the vertical height gained.
  • Some participants express confusion about the relationship between horizontal and vertical forces, with one asking for an intuitive explanation of how vertical movement occurs from a horizontal push.
  • A later reply discusses the ramp as a simple machine that produces a normal force, which has a vertical component, facilitating vertical movement when a horizontal force is applied.

Areas of Agreement / Disagreement

Participants express differing views on the mechanics of how a horizontal force can lead to vertical displacement. There is no consensus on the explanation of this phenomenon, and multiple competing perspectives remain throughout the discussion.

Contextual Notes

Some participants mention the need for intuitive explanations rather than mathematical definitions, indicating a potential limitation in the discussion's approach to understanding the concepts involved.

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if i were to push a mass up a ramp by giving a horizontal force, the normal force do no work since it is perpendicular to the displacement. But then, what makes the mass have an upward and vertical component in its displacement?
 
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An even more interesting thing to consider is how, when the only work being done moving an object up a ramp that is fricitonless, is down in LIFTING the object verticallycan a horizontal force which is at right angles to the direction of the work being done, move the object at all??
 
netgypsy said:
An even more interesting thing to consider is how, when the only work being done moving an object up a ramp that is fricitonless, is down in LIFTING the object verticallycan a horizontal force which is at right angles to the direction of the work being done, move the object at all??

I don't understand your question. If the force was at a right angle to the work being done, wouldn't that be like trying to push a brick into a vertical wall? A ramp requires that some of the work be done in moving the object horizontally.
 
p108602 said:
if i were to push a mass up a ramp by giving a horizontal force, the normal force do no work since it is perpendicular to the displacement. But then, what makes the mass have an upward and vertical component in its displacement?

If you decompose the normal force vector into two vectors (Nx and Ny) you will find that Ny does positive work while Nx does the same amount of work, but negatively.
 
It might help to think about the situation in terms of a coordinate system and the dot product.

You could define your coordinate system in any way, and it wouldn't matter. Work is defined as a dot product of force and displacement: work = F*d*cos(theta), where theta is the angle between the force and displacement vectors. Regardless of whether you define your coordinate system so that discplacement has components, theta is always 90 degrees and the work done is always 0.
 
In other words, as long as the force and dispacement vectors are perpendicular, it doesn't matter what their components are.
 
An even more interesting thing to consider is how, when the only work being done moving an object up a ramp that is frictionless is done in LIFTING the object vertically, can a horizontal force which is at right angles to the direction of the work being done, move the object at all??

OK that's corrected so think about this and explain how this is possible intuitively.
 
netgypsy said:
OK that's corrected so think about this and explain how this is possible intuitively.

What does "explain this intuitively" mean?
Also, how can the only work being done be in the vertical direction if you are using a ramp? You have to push it horizontally at least a little bit or it isn't a ramp.
 
It takes no work to move an object at constant speed horizontally on a frictionless surface so the only work done in moving an pbject up this ramp is mgh or the vertical height times the weight

Explaining intuitively means without using mathematical definitions like a dot product

Rather one uses basic physics principles applicable to this physical situation with cause and effect

The horizontal push causes a certain effect

What now does that effect
cause and so on
 
  • #10
Ok guys and gals - how does an object move vertically when it's pushed horizontally.
 
  • #11
netgypsy said:
Ok guys and gals - how does an object move vertically when it's pushed horizontally.

The ramp turns your horizontal force into a vertical one?
 
  • #12
And that's why it's called a simple machine. Actually it doesn't turn all the force into a vertical one but by producing a normal force perpendicular to the ramp it now has a component that is vertical so the object can indeed move vertically when a horizontal force is exerted.

I remember my very first physics course which I confess I failed. (took calculus, took the physics over and got an A) I was so enthralled with things like this as well as astrophysics which remains my first love, but physics is not only fascinating but so useful. How many things in life are beautiful, fascinating and useful? SiGHHH
 
  • #13
I'm confused. Are you asking a question or lecturing?
 
  • #14
Neither - just telling you that you, as I'm sure you know, are pretty much right - that the incline changes the horizontal force into a force that has a vertical component which can move the object straight up (as well as sideways of course). Then just reminiscing.
 

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