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One way speed of light measurement proposal 
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#1
Mar712, 01:31 PM

P: 141

Hello all,
Having read many threads and posts about light, it’s speed c, SR etc, the particular issue of not being able to measure the one way speed of light has always stood out and kept me very interested, so, after pondering about it for a while, I would like to propose an experimental setup in order to measure the one way speed of light. The attached diagram shows the simple setup which has a source, two mirrors and one clock;  Distance SC = distance SM2 = 10 meters  mirrors M1 and M2 are positioned at a 90 degree angle from each other Am I right in saying that for an observer at rest with the test setup; 1 the light pulse will start the clock (t1 = 0) and reflect from mirror M2 simultaneously. 2 the reflected pulse from M2 will stop the clock at t2 and, via Pythagoras, a calculation of the one way speed of light is given by the equation SqrRoot ((M1M2)^2 + (M1C)^2) / (t2t1) = SOL Using a rotating gantry, this experimental setup could be repeated in any starting direction to gather data for additional validation. Can this be a valid measurement of the one way speed of light? Thank you for your comments and best regards, VE 


#2
Mar712, 01:58 PM

P: 204




#3
Mar712, 03:11 PM

P: 59

Just to doublecheck that I’ve read your diagram correctly, your idea is that the light pulse that travels from S is split by the halfsilvered mirror, M1. The part that is transmitted through M1 starts the clock C when it hits it (initially set at t1=0). The light reflected from M1 towards M2 then reflects off M2 towards the clock, stopping the clock when it arrives (t2).
If this is the case, your calculation is correct. Regarding using a rotating gantry, what hypothesis are you interested in confirming with the additional data? Is it anything to do with the fact that many explanations in relativity employ the use of light reflected back to its source position? (An alternative would be to use no mirrors, and two synchronised clocks, at the start and the end of the light path. Of course, one of the methods suggested for synchronising clocks involves reflecting light between them, so perhaps this isn't what you're after!) 


#4
Mar1012, 08:31 PM

P: 244

One way speed of light measurement proposal
You are still using two paths.
A strict 'one way' experiment should only use one, and, it wouldn't really work, would it?? I'm of two minds there as 'gravitational time dilations' should be everywhere in its path? Even though light is a constant it's so locally, but the observer will define its speed 'globally', over the whole path. In the two way experiment where it is reflected it should equal out, but in a one way experiment? And if you're a true believer in symmetries, as me is, joined by their 'complementary' Lorentz FitzGerald contractions. 0uch.. If someone has a good answer to that one I would be grateful. It was a sweet idea with entanglements :) == The more I think of it the more confused I feel ::)) Da** 


#5
Mar1212, 08:28 PM

P: 141

Hello all,
Samshorn, you wrote; Indeed, this is the assertion I’m making here; that the light reaches both C and M1 simultaneously because the speed of light is the same in all directions, and I think this setup makes it possible to validate. That it is equal to the two way speed by defenition is not an issue here, regardless of any predetermined parameters or assumptions, I think doing this simple experiment could be interesting, just to gather the data, just to see if the T2T1 difference corresponds to the expected value in order to get c... I beleive it will. Goodison Lad, you wrote; Yoron, you wrote; Even if this is not a true one way measurement or validation, it still is only using one clock, no need for any synchronisation, and the distances between the instruments can be very accurately measured, or is 10m East not the same as 10m South ? So, either T2T1 will yield the current value of c or it won’t, it’s as simple as that... I beleive it will, in any and all directions. regards, VE 


#6
Mar1512, 12:49 PM

P: 1,102

one way speed is two clocks, spatialy seperated, and where simultanity creeps in.
two way speed is one clock. I agree with Yoron that this is a there & back measure of c, and there being only one clock... 


#7
Mar1512, 03:41 PM

P: 59

Hello again, ValenceE
Effectively, then, you would be measuring the roundtrip time for the beam that went from M1 to M2 and back again. I think, then, that this set up is essentially the same as your original proposal, and is a roundtrip measurement. 


#8
Mar1512, 04:03 PM

P: 59

Afterthought: you would, of course, be justified in saying that I'm talking about a different experiment, because your original setup was an ingenious way of basically clocking the travel time from M2 to C. This to me weakens the point I made in my last post!
So, if it is assumed that the velocity of light is independent of direction (as suggested by Samshorn you would have to), I'm starting to think it is a oneway measurement. Every piece of apparatus is static, so there's only one frame of reference involved. Fickle, aren't I? 


#9
Mar1512, 06:44 PM

P: 204




#10
Mar1612, 04:07 PM

P: 244

You have a really god point in that you're using one clock. Maybe? In SR naturally. I'ts quite nice.
== The thing is, every time I think of a 'one way experiment' I remember NIST, and get a headache :) But that is GR. 


#11
Mar1812, 08:47 AM

P: 59

This experiment has really got me – I’m arguing with myself over it in my sleep!
It occurs to me that, in using your setup to determine the travel time of the light from M2 to the clock, the implicit assumption is that the reflected light reaches M2 simultaneously with the transmitted light reaching the clock i.e. time at M2 is synchronised with time at the clock. In ordinary twoway measurements, no such assumption is necessary, since the light leaves and returns to the same clock. Since the measurement of the oneway speed of light requires two different locations, we need to know something about the synchronisation of time at those two points in order to determine the flight time of the light between them. So the question becomes: how would we know, without assuming it, that time at M2 is synchronised with time at the clock? 


#12
Mar1812, 09:37 AM

PF Gold
P: 4,787

There is no question but that this experiment will give a result that is consistent with Einstein's postulate that the oneway speed of light is equal to the twoway speed of light, in other words, c. If it didn't, it would prove Einstein's postulate to be wrong.
But this experiment and all others like it are designed to measure the ether wind, or the rest state of the ether, which is the same thing. If super stable clocks and super accurate rulers and super rigid structures were available at the time of MMX, they could have performed experiments on the oneway speed of light instead of just on the twoway speed of light, but they would have come to the same conclusion, that they couldn't measure any ether wind, and that would have thrown them into exactly the same theoretical quandary that they were thrown into with the null results from their twoway measurements and they would have come to the same conclusions, based on their persistent belief in an absolute ether rest state and absolute time and absolute space, that their super stable clocks and super accurate rulers and super rigid structures were in fact not so super stable, accurate and rigid as they thought, not that time and space were relative. The point is, if you start with the concept of an absolute ether rest state in which light travels at c, then you will interpret the result of this experiment as not really measuring the oneway speed of light, but rather that your rulers contract along the direction of motion through the ether and that your clock is time dilated and your structure deforms as you rotate it to always yield the same measurement for the oneway speed of light. Even in Special Relativity, with Einstein's convention for establishing a Frame of Reference, which is identical to the concept of being at rest in the absolute ether rest state, another identical experiment performed with a relative motion in that FoR is interpreted to not be measuring the defined oneway speed of light, but rather to be subjected to the same length contraction, time dilation, and deformation that would explain the null result without Einstein's convention. So the bottom line is, there is no experiment that can determine the actual oneway speed of light, apart from a previous assumption about what that oneway speed of light is. Or to put it another way, as Einstein said, apart from defining the oneway speed of light, we can't know what it is, that is, we can't measure it. 


#13
Mar1812, 10:22 PM

P: 1,583




#14
Mar1812, 11:32 PM

PF Gold
P: 4,787




#15
Mar1812, 11:44 PM

P: 1,583




#16
Mar1912, 03:06 AM

PF Gold
P: 4,787




#17
Mar1912, 11:31 AM

P: 141

Hello ghwellsjr and lugita15,
Thank you both for your comments… I do agree that in this setup, we don’t know the SOL for paths M1C and M1M2, we don’t know if they are equal and, if not, which is ahead or behind, we only know that the paths are of equal lengths and that the M2C length is sqrt(200), the only measured value being T2T1. Let’s say you do this experiment 360 times, rotate the apparatus 1 degree at a time, and record the result of [sqrt(200)/ (T2T1)], I’d really like to know if it would match the accepted value of c… my belief is that it would on all 360 readings. Again, there is only one clock, no tofrom measurements, nothing assumed… So I ask you, given what we know about SR;  what can we make of the results for the ones that do match?, those that don’t ?  what if they match for all 360 readings ?  what can we make of the results if none match? Regards, VE PS: As far as ether is concerned, I don’t believe in an absolute ether rest state but I have ideas about a dynamic one, but that is another subject altogether, although related… 


#18
Mar1912, 11:41 AM

P: 204




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