Physical intuition physics help

In summary: The oscillation will be faster the closer the ring gets to the pole, and slower the further away it is.In summary, the string will oscillate around the horizontal until the string is stretched or the weight of the string and ring is equal.
  • #1
yxgao
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Consider a horizontal string. There are SMALL vertical displacements. One is is fixed. The other is attached to a ring that slides on a frictionless pole.


No calculation required. Initially, there is gravity. Using physical intuition, describe rougly what the equilibrium position looks like. Suddenly turn off gravity. Again using physical tuition, describe what happens as a result.
 
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  • #2
Looks pretty easy to me. You could actually do the first part as an experiment. You would of course, see that the ring slips down the pole until the string is in a straight line. When gravity is "turned off", the tension in the string will (that was previously keeping the ring from sliding further) cause the ring to move upward. Since there is no friction, the ring will rise until the string is horizontal.

OOPs, just occurred to me this is a "string", presumably non-elastic.
In that case, there is no upward force and the ring stays where it is. If the string is elastic the ring will rise until the string reaches it natural, unstretched length or until it is horizontal, which ever comes first.
 
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  • #3
Thanks for your reply!
Does it also matter whether the ring is massless or not?
The length of the string is L which is just the distance between the left and right pole. The string is elastic for SMALL displacements.
 
  • #4
As long as the string has mass, the mass of the ring can be incorporated into that.

Since the "rest" length of the string is exactly the distance between "right and left poles" (actually your original post only mentioned one pole. I assume this means the horizontal distance from the point at which one end of the string is fixed to the pole at the other end.) the only way the end of the string can move is if the string stretches.

The ring slides down the pole until the vertical component of tension in the string is equal to the weight of the string (and ring).

If gravity is "turned off" the ring will rise above the horizontal the same distance it was below and then oscillate around the horizontal- sort of like a pendulum.
 

1. What is physical intuition in physics?

Physical intuition in physics refers to the ability of a scientist to understand and predict physical phenomena without relying solely on mathematical equations. It involves using one's intuitive understanding of the world to form hypotheses and make predictions about how objects will behave in various situations.

2. How can I improve my physical intuition in physics?

Physical intuition can be improved through practice and experience. This includes conducting experiments, solving problems, and studying the behavior of physical systems. It is also helpful to develop a deep understanding of fundamental concepts and principles in physics.

3. Is physical intuition necessary for success in physics?

While physical intuition can be a valuable tool in physics, it is not necessary for success. Many physicists use a combination of mathematical reasoning and physical intuition to solve problems and make predictions.

4. Can physical intuition be learned or is it innate?

Physical intuition is a combination of innate abilities and learned skills. Some individuals may have a natural aptitude for physical intuition, but it can also be developed and honed through practice and study.

5. How does physical intuition differ from mathematical reasoning in physics?

Physical intuition and mathematical reasoning are complementary approaches in physics. While mathematical reasoning relies on equations and formulas to describe and predict physical phenomena, physical intuition involves using one's understanding of the world to make predictions and form hypotheses. Both are important in the practice of physics.

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