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Mar 4 2011 02:11pm
I was looking at one of those "problem ___?" posts, where they have the troll image, and one of them made sense... If we had the ability to create something long enough to touch, lets say venus, all we would have to do is move the object, and it would touch it.. Does this mean Kenetic Energy is faster than light?

:wallbash:
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Mar 4 2011 02:23pm
i feel its nearly impossible to have something that could go from here to touch unless we are both very close in orbit? or is venus' orbit similar to ours? having something that is long enough would depend on the exact time of the year depending on the locations of the planets. as for the question of light vs kinetic energy i am not sure.
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Mar 4 2011 02:25pm
Quote (ozzyarmy3 @ Mar 4 2011 02:11pm)
I was looking at one of those "problem ___?" posts, where they have the troll image, and one of them made sense...  If we had the ability to create something long enough to touch, lets say venus, all we would have to do is move the object, and it would touch it..  Does this mean Kenetic Energy is faster than light?

:wallbash:


velocity refers to a point's speed with direction
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Mar 4 2011 02:40pm
Quote (ozzyarmy3 @ Mar 4 2011 03:11pm)
I was looking at one of those "problem ___?" posts, where they have the troll image, and one of them made sense...  If we had the ability to create something long enough to touch, lets say venus, all we would have to do is move the object, and it would touch it..  Does this mean Kenetic Energy is faster than light?

:wallbash:

The problem with that is the opposite end of the really long poll doesn't move the instant you push it. It looks instantaneous on a small scale because that push force travels at the speed of sound in that material (and the speed of sound in a metal pole is much greater than the speed of sound in air). So if you push on something that's really far away like in that troll physics image:



The push force doesn't get there faster than light does. In steel, the speed of sound is about 6000 m/s (which is almost 50,000 times slower than light) so a pushing force will still get there long, long after a radio signal.

Edited to add: The reason a push isn't instantaneous is because solids aren't TRULY incompressible. When you push on a pole, you're really pushing on the atoms on one end at the pole, and those atoms then push on the next ones down the line etc etc. This happens at the speed of sound.

This post was edited by bentherdonethat on Mar 4 2011 02:42pm
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Mar 4 2011 04:08pm
Quote (bentherdonethat @ Mar 4 2011 08:40pm)
The problem with that is the opposite end of the really long poll doesn't move the instant you push it. It looks instantaneous on a small scale because that push force travels at the speed of sound in that material (and the speed of sound in a metal pole is much greater than the speed of sound in air). So if you push on something that's really far away like in that troll physics image:

http://i.imgur.com/ZJsQJ.jpg

The push force doesn't get there faster than light does. In steel, the speed of sound is about 6000 m/s (which is almost 50,000 times slower than light) so a pushing force will still get there long, long after a radio signal.

Edited to add: The reason a push isn't instantaneous is because solids aren't TRULY incompressible. When you push on a pole, you're really pushing on the atoms on one end at the pole, and those atoms then push on the next ones down the line etc etc. This happens at the speed of sound.


/thread
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Mar 5 2011 04:05pm
Quote (bentherdonethat @ Mar 4 2011 03:40pm)
The problem with that is the opposite end of the really long poll doesn't move the instant you push it. It looks instantaneous on a small scale because that push force travels at the speed of sound in that material (and the speed of sound in a metal pole is much greater than the speed of sound in air). So if you push on something that's really far away like in that troll physics image:

http://i.imgur.com/ZJsQJ.jpg

The push force doesn't get there faster than light does. In steel, the speed of sound is about 6000 m/s (which is almost 50,000 times slower than light) so a pushing force will still get there long, long after a radio signal.

Edited to add: The reason a push isn't instantaneous is because solids aren't TRULY incompressible. When you push on a pole, you're really pushing on the atoms on one end at the pole, and those atoms then push on the next ones down the line etc etc. This happens at the speed of sound.


I work a lot with frictionless pulleys and massless ropes. Your explanation is good for a real world scenario imo, but troll physics happen ideally :D
Given an incompressible solid, I still don't think that the communication is going faster than the speed of light since there's nothing in Einstein's theories that bars relative speed being faster than light. For example, two galaxies moving at maybe .6c but in opposite directions have a relative velocity (if one was standing still) of roughly 1.2 times the speed of light. One end of the pole moving relative to the other end of the pole would only be going a few miles per hour if you push it.

This post was edited by general_patton on Mar 5 2011 04:05pm
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Mar 8 2011 06:39pm
Quote (general_patton @ Mar 5 2011 05:05pm)
I work a lot with frictionless pulleys and massless ropes. Your explanation is good for a real world scenario imo, but troll physics happen ideally :D
Given an incompressible solid, I still don't think that the communication is going faster than the speed of light since there's nothing in Einstein's theories that bars relative speed being faster than light. For example, two galaxies moving at maybe .6c but in opposite directions have a relative velocity (if one was standing still) of roughly 1.2 times the speed of light. One end of the pole moving relative to the other end of the pole would only be going a few miles per hour if you push it.

There's something called the "relativistic addition of velocities" that covers that scenario as well. If something is going 0.6c in one direction and something else is going 0.6c in the opposite direction, then if you look at the second galaxy from the first velocity's reference frame, that second galaxy will be moving at a speed of [(|v1| + |v2|) / (1 + |v1|*|v2|)] = (1.2/1.36) = 0.882c.

If a one lightyear long rod could be constructed that was incompressible though (and relatively massless so it'd be easy to move, but still having a strong enough integrity to not deform at all or be bent etc), I'm thinking that that really WOULD violate the speed of light. Even though the pole itself isn't moving faster than light (just at the push speed), two people that were a lightyear apart could communicate with morse code instantly. The information is travelling faster than light, and not even information is allowed to travel faster than light. That's why it's a Troll Physics, because in an ideal world with that incompressible, perfect lightyear long rod, relativity is definitely violated.

Now, if you want some mind-bending Troll Math, consider this one:

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Mar 8 2011 07:53pm
Quote (ozzyarmy3 @ Mar 4 2011 12:11pm)
I was looking at one of those "problem ___?" posts, where they have the troll image, and one of them made sense...  If we had the ability to create something long enough to touch, lets say venus, all we would have to do is move the object, and it would touch it..  Does this mean Kenetic Energy is faster than light?

:wallbash:


the end of the rod does not move instantaneously with the back end. it would take time for it to move from your end to that end. and my guess is its slower than light.
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Mar 8 2011 08:20pm
Quote (bentherdonethat @ Mar 9 2011 12:39pm)

Now, if you want some mind-bending Troll Math, consider this one:

http://i.imgur.com/ri3dT.jpg


it never becomes a circle just an ever fractaling isometric shape so pi cant be applied

dont even think of asking me what each stage would be called because im already blowing smoke out of my ass
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Mar 8 2011 09:17pm
Quote (bentherdonethat @ Mar 8 2011 07:39pm)
There's something called the "relativistic addition of velocities" that covers that scenario as well. If something is going 0.6c in one direction and something else is going 0.6c in the opposite direction, then if you look at the second galaxy from the first velocity's reference frame, that second galaxy will be moving at a speed of [(|v1| + |v2|) / (1 + |v1|*|v2|)] = (1.2/1.36) = 0.882c.

If a one lightyear long rod could be constructed that was incompressible though (and relatively massless so it'd be easy to move, but still having a strong enough integrity to not deform at all or be bent etc), I'm thinking that that really WOULD violate the speed of light. Even though the pole itself isn't moving faster than light (just at the push speed), two people that were a lightyear apart could communicate with morse code instantly. The information is travelling faster than light, and not even information is allowed to travel faster than light. That's why it's a Troll Physics, because in an ideal world with that incompressible, perfect lightyear long rod, relativity is definitely violated.

Now, if you want some mind-bending Troll Math, consider this one:

http://i.imgur.com/ri3dT.jpg


Huh.
Pretty sure it's true that information can't travel faster than the speed of light. I'm familiar with lorentz transformations, it's just been a while since I've used them and I still don't understand them that well.
My only observation with the ideal lightyear long rod is that maybe it wouldn't violate relativity since while the information is sent to one end, it exists in the reverse on the other. Maybe no net difference in information exists. I dunno, just racking my brains and trying to see if there's some way it doesn't violate relativity, probably wrong ofc :P

There's some contradiction with that troll logic on pi = 4 there somewhere. I googled it and found something on "taxicab geometry" that's fundamentally different from euclidean geometry.
Quote
The use of Manhattan distance leads to a strange concept: when the resolution of the Taxicab geometry is made larger, approaching infinity (the size of division of the axis approaches 0), it seems intuitive that the Manhattan distance would approach the Euclidean metric

but it does not. This is essentially a consequence of being forced to adhere to single-axis movement: when following the Manhattan metric, one cannot move diagonally (in more than one axis simultaneously).


Lol, wish I could make sense of this. :/

edit: Definitely impressed with those troll mathematicians. Those guys know their shit.

http://mathworld.wolfram.com/DiagonalParadox.html

oh OK
it violates pythagorean theorem
that's cool, I suppose

This post was edited by general_patton on Mar 8 2011 09:23pm
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