Does a Spring Move Upward or Downward When the Box Stops?

In summary, a spring attached to a box moving at a constant speed vertically upward will go downward when the box stops due to the net downward force created by an extra downward force needed to slow the box down. However, before the box stops, the spring will retain its upward speed.
  • #1
collegeconfid
9
0

Homework Statement


A spring (in equilibrium) is attached to the top of a box that is moving at a constant speed vertically upward.
However, if the box stops, does the spring go upward or downward?

Homework Equations


The Attempt at a Solution



The spring goes downward because originally, the force being exerted on the spring is the spring force and gravity. But, when the box is stopping, there must be an extra downward force to slow the box down, so once the box stops, there will be a net downward force.

Logically, I would imagine the spring going upward but...

The answer is that the spring will go downwards. Is this the correct reasoning?

All replies are much appreciated.

EDIT: Sorry if I wasn't clear enough before, but the spring is inside the box and is hanging from the top of the box.
 
Last edited:
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  • #2
collegeconfid said:
The spring goes downward because originally, the force being exerted on the spring is the spring force and gravity. But, when the box is stopping, there must be an extra downward force to slow the box down, so once the box stops, there will be a net downward force.

That's true, but a net downward force means a downward acceleration. It doesn't mean a downward speed.

Logically, I would imagine the spring going upward but...

That's correct. The spring initially keeps whatever speed it had before the box stopped, so it's still going upward when the box stops.
 
  • #3


Your reasoning is correct. When the box is moving at a constant speed upward, the spring is in equilibrium and experiencing a net upward force from the spring force and gravity. However, when the box stops, there is an additional downward force acting on the spring to slow the box down. This results in a net downward force on the spring, causing it to move downward. This can also be explained by Newton's first law of motion, which states that an object in motion will remain in motion unless acted upon by an external force. In this case, the external force of the box stopping causes the spring to move downward.
 

FAQ: Does a Spring Move Upward or Downward When the Box Stops?

What is a conceptual spring problem?

A conceptual spring problem is a physics problem that involves analyzing the behavior of a spring. This can include calculating its spring constant, maximum stretch or compression, and potential energy.

How do you solve a conceptual spring problem?

To solve a conceptual spring problem, you first need to identify all the given variables and their values. Then, use the appropriate equations and principles of physics, such as Hooke's Law, to calculate the unknown quantities. Finally, check your answer to ensure it makes sense and is in the correct units.

What is the difference between a real spring and a conceptual spring?

A real spring is a physical object with mass and can experience external forces, while a conceptual spring is a theoretical object used in physics problems to simplify calculations. Therefore, the behavior of a real spring may be more complex and affected by factors such as friction and air resistance, while a conceptual spring is assumed to be ideal and have no external forces acting on it.

Can a conceptual spring problem be applied to real-life situations?

Yes, many real-life situations involve the behavior of springs, such as in car suspensions, door hinges, and trampolines. However, the assumptions made in conceptual spring problems may not always apply to these situations, so adjustments may need to be made in calculations.

Are there any limitations to using a conceptual spring in physics problems?

Yes, conceptual springs only work for linear springs, meaning that the force applied is directly proportional to the displacement of the spring. Additionally, they do not take into account the effects of damping or air resistance, which can affect the behavior of real springs.

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