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Posted (edited)

I am no scientist I just don't know where to ask this silly question that has been on my mind.

 

I made an illustration, but cant find any way to upload to the forum. The link is below

 

http://tinypic.com/r/29clzrd/9

 

Any feedback would be awesome.

 

Luke

Edited by funker
Posted (edited)

Light is energy. However, heat energy does not move at the speed of light via convection or conduction, it moves slower than the speed of light. Heat in the form of infrared is photons, the same as visible light except lower frequency.

Edited by EdEarl
Posted

I made an illustration, but cant find any way to upload to the forum.

29clzrd.jpg

 

The energy in the stick propagates through a solid much slower than the speed of light, so it's far from instantaneous.

Posted

Thank you for your fast reply!!

 

Bare with me if I sound all over the place. So my illustration in the link above was the easiest way I could get my words across.

 

So my real question is if I was playing a game of pool, the pool stick is an extension of my arm in which my energy is being transferred to the ball. The second the pool stick tip touches the ball my energy is transferred.

 

Lets assume my pool stick is 100% solid and it reached from Earth to Mars. If I was to nudge the pool stick from here on earth wouldn't the pool stick tip near mars move instantly?

 

If yes, would this energy transferred from my nudge here on earth be fast than light?

 

Luke

  • 3 weeks later...
Posted

funker, let me try to give an "inside view" of what's going on in the stick. You referred to it as "perfectly solid," but that's where you're getting off track. What the stick really is is a 3D "grid" of atoms / molecules. For simplicity, just imagine that it's a nice regular grid and that you're hand is pushing the back end of the stick rather than holding it in the normal manner:

 

Hand | | | | | | | | | | 8-ball

 

In that depiction each | character represents a one atom/molecule "slice" of the stick. The atoms/molecules in the slice are connected to one another via chemical bonds, and the slices are each connected to their neighboring slices by chemical bonds as well. These chemical bonds behave sort of like springs - they try to maintain a natural separation distance between the atoms/molecules.

 

So when your hand pushes on the leftmost slice, that slice moves to the right. That "compresses the spring" between the first and second slices. That causes "the spring" to push the second slice to the right, which compresses the "spring" between the second and third slices. The process repeats all the way down the line until finally the right-most slice is pushed to the right.

 

This process is actually how force is transferred to the 8-ball as well; the right-most slice pushes the 8-ball atoms/molecules it's in immediate contact with to the right, which compresses chemical bond springs inside the 8-ball - eventually you get the whole 8-ball into motion.

 

Previous replies made reference to the speed of sound - that's the speed with which this spring compression wave moves through the material. That's why there is a speed of sound - it's calculated from the nature of the atoms/molecules in a material (their mass, primarily) and from the strength of the chemical bonds connecting them.

 

Hope this helps. Basically, what you need to know here is that there is no such thing as a "perfect solid" as you phrased it - no such thing as a perfectly rigid extended object.

  • 4 weeks later...
Posted

And how would it be in case of very big masses M1 = M2, suspended on a weightless rope supported in rolls in a very wide arrangement, as on the sketch:

 

O’’’’’’’’’’’’’’’’rope’’’’’’’’’’’’’’’’’’’’’’’’’ O

I I

M1 eg. D ≥ 3000 km M2

 

Whether, at the moment of cut off the mass M1, both the masses M1 and M2 will fall at the same time to the ground?

Posted (edited)

In any experiment you set up on non-relativistic scales it will look that way - to a very close approximation they'll fall together. On the other hand, with a long rope like you've indicated (why not make it even longer, to make it more clear), they would not. The change in tension of the rope at the cut has to propagate to the other end, and that takes time.

 

You just can't expect the intuitions you've developed living in the world of short distances and small speeds to apply to situations far, far outside your experience. Say you added two more pulleys, lower and right next to each other, and arranged for the masses to be immediately next to each other (the rope would make a triangle then). Make your rope a light year long instead of just 3000 km. Then when you cut off M1, it will fall immediately. But M2 wouldn't fall for a year or more.

 

And of course this is neglecting all the practical problems, like rope sag and so on. The tension wave will propagate through the rope at a speed governed by the rope's mass per unit length and tension. But no matter what rope parameters you invoke, that speed can't exceed the speed of light, because the internal atomic construction of real rope won't allow that.

Edited by KipIngram
Posted

In any experiment you set up on non-relativistic scales it will look that way - to a very close approximation they'll fall together. On the other hand, with a long rope like you've indicated (why not make it even longer, to make it more clear), they would not. The change in tension of the rope at the cut has to propagate to the other end, and that takes time.

 

You just can't expect the intuitions you've developed living in the world of short distances and small speeds to apply to situations far, far outside your experience. Say you added two more pulleys, lower and right next to each other, and arranged for the masses to be immediately next to each other (the rope would make a triangle then). Make your rope a light year long instead of just 3000 km. Then when you cut off M1, it will fall immediately. But M2 wouldn't fall for a year or more.

 

And of course this is neglecting all the practical problems, like rope sag and so on. The tension wave will propagate through the rope at a speed governed by the rope's mass per unit length and tension. But no matter what rope parameters you invoke, that speed can't exceed the speed of light, because the internal atomic construction of real rope won't all that.

Thank you very much for your explanation.

Posted (edited)

This video shows brilliantly that effects take time to travel through a body from on end to the other.

 

With thanks to the member who originally brought this video to my attention.
My apologies I have forgotten who you are.
:wub:
Edited by studiot
Posted

 

This video shows brilliantly that effects take time to travel through a body from on end to the other.

 

https://youtu.be/uiyMuHuCFo4

 

 

With thanks to the member who originally brought this video to my attention.

My apologies I have forgotten who you are.

 

:wub:

That was me. Thanks for posting it because it saved me the trouble of going back to find that post.

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