| Thread Closed |
Are relativistic effects "real"? |
Share Thread |
| Jun3-08, 04:17 PM | #1 |
|
|
Are relativistic effects "real"?
At this point i'd like to detour the topic and ask why time is so special that it doesn't come back to its original measurement. After all, once all moving observers are stopped wrt to each other, and they compare their measuring rods, they measure equal. so why not the clocks?
If one goes by saying they do measure similarly afterwards, it makes sense to assume all the intermediate slowdown was only "virtual". since clock is a "cumulative" device, if one were cycling on the spaceship, a stationary observer might calculate the cumulative distance travelled as different than what the astronaut believes. but when they actually come down, shake hands, and compare the logs, both will read same [edit: I split off this topic from the original Which clock is slower? thread--Doc Al] |
| Jun3-08, 04:33 PM | #2 |
|
Mentor
|
|
| Jun3-08, 05:32 PM | #3 |
|
|
a person walking from front to back of the spaceship thats 100m long, would say "i walked 100m today". a stationary observer would be incorrect in asserting "no you walked 50m, since the spaceship was travelling at so-and-so speed" and your meter shrunk to half of mine. The stationary observer may have illusion that his meter is the bigger one, but if he puts the two rods side by side (hence moving it at same speed as rocket), he can assure himself both are same length. this uncanny ability given to stationary observer to "eyeball" the moving observers instruments is highly suspicious |
| Jun3-08, 06:24 PM | #4 |
|
|
Are relativistic effects "real"?
Hello stillwonder.
First of all remember there is no observer in the privileged position of being stationary. All movement is relative so when two objects or observers move relative to each other, each can consider himself still and the other moving or vice versa. As regards the contraction being an illusion, it is not. Once again remember that each sees the others measuring stick contract. If when at rest relative to each other, in an inertial ( non-accelerating ) system, two rods of identical length are placed side by side they will, by direct comparison, be of the same length. If we could engineer a situation whereby these same two rods could pass each other in relative, inertial motion, as close as we please in space so as to remove any optical effects, and thus compare their lengths as before, by direct comparison, then Relativity predicts that each would be shorter than the other from the other observer’s frame. As far as I am aware the technical problems in doing such an experiment have not yet been overcome and so it is still a prediction but it is all part and parcel of the theory. This does not fit our common sense ideas and is hard to imagine,but that is how it is. Matheinste. |
| Jun3-08, 06:28 PM | #5 |
|
Mentor
|
|
| Jun4-08, 02:24 AM | #6 |
|
|
Ok this is not an answer but a new question. Who is moving????? if two observers are 10 lightyears apart, and i will not say how but their clocks both start at 0... Then observer B blasts of at .5c toward observer A. whos clock slows?? Do they both see the the others clock run slow?? Who knows which frame is stationary?? maybe they both began at .5c and when observer B blasted off toward observer A closing the gap at .5c he really stoped and became the stationary frame. if so then observer A,s clock would seem to be the one that suffers time dialation... Or maybe when they started they were both moving at .25c at which point when Observer B blasts of toward observer A closing the gap at .5c they are indeed both moving at .25c toward each other . and when they meet they will have the same reading on their clocks.
|
| Jun4-08, 02:42 AM | #7 |
|
|
Hello ne4pres
Quote:- ---Do they both see the the others clock run slow?? ---- Yes under all conditions of relative inertial motion. Matheinste. |
| Jun4-08, 02:52 AM | #8 |
|
|
Hello ne4pres
Yes under all conditions of relative inertial motion !!!I should have added after allowing for any optical effects of their relative motion. Matheinste. |
| Jun4-08, 08:31 AM | #9 |
|
|
I have no problems with the predictions and measurements under relativity. But they are just that, measurements. To attribute these measurements to underlying reality, if any, is a jump of faith. |
| Jun4-08, 08:52 AM | #10 |
|
|
Hello stillwonder.
I'm afraid i can't help you any more. I have given you the facts and any textbook will confirm what i have said. If you cannot accept that then that is your choice. Matheinste. |
| Jun4-08, 09:01 AM | #11 |
|
Recognitions:
|
You seem to assume that an (idealized) measuring rod really is some 1-dimensional entity, which has a given length, and that it is impossible that this length really changes depending on the observer. So far so good, but relativity tells us that we must not ignore the rod's extension in time. It existed some time before and will exist some time in the future. Hence the rod really is a 2-dimensional entity, extended in one space- and one time dimension. The 1-dimensional entity that you regard as the rod is merely a hypothetic slice throug the real rod, what remains if you observe it at a definite time t and forget about its extension in time. The point is, every observer in relative motion to another will regard a different slice through the real rod as "the rod". Different slices of course have different lengths, but that does not change the real, 2-dimensional rod. It's up to you whether you call length contraction real or not, but it misses the point. It's also not uncommon that people reject this point of view as "absurd" or something like that. If you do so, that's ok with me, but I can assure you that then you will never understand relativty. |
| Jun4-08, 09:23 AM | #12 |
|
|
if i read you correct, you are assuming two things 1. The rod was formed by streching a ball of iron 2. and the various stages of streching are what the observers observe when they move i'll have to disagree with both 1. the ball was compressed from a larger rod 2. there is no "time travel" involved. otehrwise the moving observer should see the other rod increasing in length |
| Jun4-08, 09:27 AM | #13 |
|
|
As i said i have no dispute with what the textbook says. Infact, all definitions in physics are "operational". ie what you measure is what it IS. and the measurement is consistent with the theory. |
| Jun4-08, 09:49 AM | #14 |
|
Recognitions:
|
In a standard spacetime diagram (where the rod is at rest), the rod's endpoints are drawn as two vertical lines, and the rod itself is drawn as the area between these lines. The intersection of that "real" rod with the horizontal t=0 line is what you would call "the rod at time t=0". Every relatively moving observer will have a different opinion about the t'=0 line. All those t'=0 lines intersect the real (2-dimensional) rod at different angles, therefore every observer will see a different "rod at time t'=0". |
| Jun4-08, 09:18 PM | #15 |
|
|
i have already stated i have no issues with the theory per se but only the personal baggage that people are loading it with. two rods (one stationary another moving) appearing to be same length doesn't mean they are similar. the fact that one is moving is riveted to its identity in that frame. even if it appears to be same length, it cannot be same. that is what i meant by "appears". how? lets say a 1m (at rest) rod looks like a 0.5m rod to a moving (speed v) observer. he places a 0.5m rod besides it and sees they appear to be same length (assuming plenty of these rods are encountered on his path). he tells another person sitting at the corner of the ship, "hey these are exactly the same length so they must be similar" (he already did spectral analysis to find they are made up of same material). so the corner guy says, why dont you jump over the rod at speed v in the same direction its moving and see if they appear similar. he jumps and boom one contracts another expands. a rod is measured longest in the rest frame. thats sort of special frame. directly or indirectly all calculations in intertial frames are wrt to this at rest frame. if you agree so far, there is something to be seen there, and i dont want to spoil it for anyone (assuming you havent already come upon it), but the key word is "measurement". |
| Jun5-08, 05:43 AM | #16 |
|
Mentor
|
You basically answered your own question here:
GPS satellites show exactly this effect (though we've never brought one back that I know if - we just record and adjust to the cumulative difference). Similarly, if you happen to get hired to take a quick lap around Alpha Centuari at near light speed, you'll want to make sure you get paid by Earth hour or mile, not what's recorded in your log. You'll find your log shows much less than the 8.8 years/light years that Earth-based observers record. |
| Jun5-08, 08:06 AM | #17 |
|
|
|
| Thread Closed |
Similar discussions for: Are relativistic effects "real"?
|
||||
| Thread | Forum | Replies | ||
| Is relativistic effect of length contraction physically "real"? | Special & General Relativity | 92 | ||
| What does modern physics say about "uncaused" effects | General Discussion | 50 | ||
| What happens with causality at the Planck scale? Can effects "precede" causes? | Beyond the Standard Model | 26 | ||
| A "real" number definition involving Bruijn-Newmann constant.. | Linear & Abstract Algebra | 6 | ||
| This "relativistic kinetic energy" equation makes no sense to me | Special & General Relativity | 5 | ||