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Why do you need to measure the speed of light in two directions? |
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| Jan15-12, 04:51 AM | #1 |
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Why do you need to measure the speed of light in two directions?
I have another thread going right now but I don't want you to refer to that thread. I frankly don't understand what is going on in that thread so please answer my question here.
Why do you need to measure the speed of light in both directions for an accurate reading? If I am in an inertial frame, and the light goes from mirror A to B in one light second, do I have an accurate description of the speed of light? Am I totally missing the point here? |
| Jan15-12, 06:14 AM | #2 |
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Mentor
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| Jan15-12, 06:28 AM | #3 |
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You can get rid of the synchronisation problem by shining a beam from A, reflecting it at B and measuring the time the light takes on the journey ABA. In this case you only need one clock. |
| Jan15-12, 07:48 AM | #4 |
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Why do you need to measure the speed of light in two directions?
Check out the convention for synchronizing clocks here:
http://en.wikipedia.org/wiki/Einstein_synchronisation and this link at the bottom of the article: http://en.wikipedia.org/wiki/One-way_speed_of_light |
| Jan15-12, 09:00 AM | #5 |
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There's no better explanation than the one Einstein provided in his famous 1905 paper introducing Special Relativity:
http://www.fourmilab.ch/etexts/einstein/specrel/www/ Just read the first few sections. |
| Jan15-12, 09:06 AM | #6 |
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You said the mirrors are 186,262 miles apart, but nothing about how long light takes to traverse them. |
| Jan15-12, 12:02 PM | #7 |
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I will add an additional perspective to this. If you synchronize clocks over distance using EM signals, then one way light speed measurement fails to constitute and independent measurement. As others noted, it will come out c by construction. Further, in SR, other plausible synchronization methods (e.g. slow clock transport) are equivalent to light synchronization, thus providing no new information.
However, against a pool of theories that includes those not consistent with SR, slow clock transport is an independent synchronization method (and in one way speed of light measurement is possible), and the finding that SR's predictions are correct, counts, in my mind, as and independent confirmation of SR. Unfortunately, within SR, it still fails to independently establish one way constancy of speed of light. |
| Jan15-12, 06:01 PM | #8 |
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| Jan15-12, 07:12 PM | #9 |
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| Jan15-12, 07:12 PM | #10 |
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| Jan15-12, 08:08 PM | #11 |
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In particular, I read that you are claiming that there are other theories in which the "one way speed of light measurement is possible" (contrary to what I and others and Einstein say that it's impossible to measure the one-way speed of light, that is, we cannot know how long it takes light to propagate from one point to another). So I have two questions: What theory is there (that comports with reality) and claims the "one way speed of light measurement is possible"? How is this going to help the OP? |
| Jan15-12, 09:00 PM | #12 |
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Within SR, it is useful to show that slow clock transport must measure the same one way speed of light in any inertial frame due to the formula for time dilation. |
| Jan16-12, 03:18 AM | #13 |
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| Jan16-12, 10:45 AM | #14 |
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Galilean relativity has the same relativity postulate as SR/LET - physics cannot distinguish rest, nor distinguish among different inertial frames. What it lacks is an additional postulate concerning light. Galilean relativity combined with a corpuscular theory of light allows one way speed of light measurements. It would predict that such measurements are frame dependent, just like the speed of bullets is frame dependent. If this were actually measured, we would now be saying the (Galilean) principle of relativity is confirmed. We would still have the view that absolute motion is undetectable. As for time dilation, both SR and LET are identical in having this phenomenon, and in all predictions about it. They only differ in explanation - is it caused by moving through aether or not? |
| Jan16-12, 11:39 AM | #15 |
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Ohanian does a good job of arguing why slow clock transport allows for genuine experimental confirmation of the second postulate:
http://books.google.com/books?id=4Du...gbs_navlinks_s The discussion is around page 95. |
| Jan16-12, 03:26 PM | #16 |
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- if the Titanic were at rest, slow clock transport would agree with Einstein synchronization. If in motion, it could disagree. If this occurred, that would violate the principle of relativity (you could detect a preferred frame). What I think is the case is: If you assume the principle of relativity and the constancy of the two way speed of light, and that relative motion of emitter and receiver has no effect on light speed (one way or two way, if conceivably different), then it follows that any difference between slow clock transport and Einstein synchronization would violate these principles. I believe it is necessary to have all of these assumptions to force the equivalence (or other equivalent sets; but they are less interesting, because equivalent sets typically include isotropy, which is victory by definition, directly). Where I differ from gwellsjr, is that for testing purposes, you may want to ask what range of theories could I confirm with some experiment, and these would include theories that don't satisfy all the above assumptions. For universe of theories including SR/LET plus others, one way light speed measurement with slow transport would be direct measurement of one way speed of light. Within theories sharing the assumptions above, one way light speed measurement using slow clock transport would constitute a robust test of the validity of these principles acting together. It would test much more than a measurement of constancy of two way speed of light. |
| Jan16-12, 03:42 PM | #17 |
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