Force transition through spring

In summary, if you have a mass on top of a spring, the spring will be compressed and the scale will show the weight of the mass. If you have a mass on the bottom of a spring, the spring will be compressed and the scale will show the weight of the mass.
  • #1
Janez
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2
We put object on weight ang get a mass. What would that mass be if we put a spring between object and weigt, so that the spring woul shrink to half its original size?
 
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  • #2
Janez said:
We put object on weight ang get a mass.
Can you rephrase this? It's not clear what you are describing.
Janez said:
What would that mass be if we put a spring between object and weigt, so that the spring woul shrink to half its original size?
Again, your scenario is unclear. Are you placing a mass on a spring, so that the spring is compressed? The amount of compression depends on the stiffness of the spring (its spring constant) and the weight of the mass.
 
  • #3
Thanx for answer.
Yes, the spreing compresess. For example we have a 1 kg object with no spring. How would we calculate the force when the spring is betwen object and weight?
 
  • #4
Janez said:
How would we calculate the force when the spring is betwen object and weight?
You have something you call the "object" and something else you call the "weight". It's unclear what you are describing or what force you are asking about.

Can you give a simple diagram of what you are asking?
 
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  • #5
Janez said:
What would that mass be if we put a spring between object and weigt,
Maybe you're asking this question: "Do I measure the same weight with a scale when there is a mass and a spring sitting next to each other on the scale, versus if I put the mass on top of the spring on the scale?"

Is that what you mean? I agree that a sketch would be helpful.
 
  • #6
Diagram.jpg
 
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  • #7
How much does the spring weigh?
 
  • #8
Nothing, for the purpuse of this question.
 
  • #9
Janez said:
Nothing, for the purpuse of this question.
Then the scale will measure the same weight in both cases. And in my example above, if the spring is also sitting next to the mass in your first drawing, then the scale will measure the combined weight of the spring and mass in both cases, regardless of whether the spring us under the mass or just sitting beside it on the scale.

Does that make sense?
 
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  • #10
So the spring transfer the whole force like solid object would? It does make sense, altought I found it somewhat unitnuiteve and I just wasnt sure.
 
  • #11
Janez said:
So the spring transfer the whole force like solid object would?
Sure. Assuming equilibrium -- that the object isn't falling.

In fact, you can think of a solid object as if it were a spring -- place something on top of it and it will be compressed (perhaps only slightly), just like a spring.
 
  • #12
Janez said:
So the spring transfer the whole force like solid object would? It does make sense, altought I found it somewhat unitnuiteve and I just wasnt sure.
As the spring is not accelerating, the external forces on it must be balanced (Newton's second law). Therefore, the downward force of the mass on the spring (weight of mass) must be equal to the upward force the scale exerts on the spring. So, the scale shows the weight of the mass.
 
  • #13
Ok, thanx for help.
 
  • #14
Janez said:
So the spring transfer the whole force like solid object would? It does make sense, altought I found it somewhat unitnuiteve and I just wasnt sure.
Or, imagine you were lying on the ground with a large spring on your chest. Would you allow an elephant to be lowered onto the spring? That might decide the issue!
 
  • #15
Janez said:
So the spring transfer the whole force like solid object would?
Yes, and there are no prefectly rigid objects, they are all "springs".

If the spring is assumed mass-less, then the net force on it must always be zero. So the force on the bottom must be equal but opposite to the force on top.
 

FAQ: Force transition through spring

What is force transition through a spring?

Force transition through a spring refers to the process by which a force applied to one end of a spring is transmitted through the spring to the other end. This process involves the spring either compressing or stretching in response to the applied force, thereby storing potential energy and exerting an equal and opposite force.

How does Hooke's Law relate to force transition through a spring?

Hooke's Law states that the force exerted by a spring is directly proportional to the displacement of the spring from its equilibrium position, provided the deformation is within the elastic limit of the spring. Mathematically, it is expressed as F = -kx, where F is the force, k is the spring constant, and x is the displacement. This law is fundamental to understanding how force transitions through a spring.

What factors affect the efficiency of force transition through a spring?

The efficiency of force transition through a spring is influenced by several factors, including the spring constant (stiffness), the material properties of the spring (such as elasticity and damping), the amount of deformation (compression or extension), and the presence of any friction or external forces. Springs with higher stiffness and lower damping typically transition force more efficiently.

Can a spring transmit force instantaneously?

No, a spring cannot transmit force instantaneously. The transition of force through a spring involves a finite amount of time due to the propagation of mechanical waves through the material of the spring. While this time is typically very short and often negligible for practical purposes, it is not zero.

What happens to the energy during force transition through a spring?

During force transition through a spring, the applied force causes the spring to deform, storing potential energy in the form of elastic energy. When the force is removed, the spring returns to its equilibrium position, converting the stored potential energy back into kinetic energy or transferring it to another object. If the spring is damped, some of the energy may also be dissipated as heat.

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