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If we set a similar interference experiment with two light which one of them comes from a distant star and the other comes from a local source
No. Why? Because it settled a debate and was crucial in freeing scientists of the burden of an ether. This led to developments in relativity that could not be argued away.
Quote from: xersanozgenIf we set a similar interference experiment with two light which one of them comes from a distant star and the other comes from a local sourceTo measure the interference fringes very accurately, the light should come from a single-wavelength "coherent" light source (eg a laser).Light from a distant star has multiple wavelengths, and will not be coherent with a local laser.Light from distant stars is too faint to easily detect the interference fringes.
It didn't disprove the ether, and ether is hardly a burden either (but more of a provider of essential services, such as enabling there to be such a thing as a separation distance between two things) - all it did was show that an old assumption was wrong because length-contraction had not been predicted in advance of MM. In doing that though, it certainly showed that it wasn't futile, and its null result ties in with exactly what should happen with an ether.
However, as far as the math we use is concerned we don't have to treat any reference frame as special so it doesn't exist in our models. Nevertheless, if we can choose a reference frame to run all our calculations, there is no reason nature couldn't do the same. There is no evidence nature works in this way but there is no evidence it can't work this way.
Any change in which frame of reference is used during the simulation requires a recalculation of where everything is, and that means many events which had previously been regarded as "happened" have to be undone while many events which had previously not happened must now have happened.
Most attempts to negate the conventionality of this synchronization are considered refuted
This is only an issue if you think planes of simultaneity stretching to infinity have real practicality we can test. Relativity is a local theory so we can only assign a "now" with certainty to an event taking place at a certain time and location. We don't know what "now" is anywhere else except at our current location.
We can't undo events we know nothing about by simply changing frames of reference.
I see your point and I definitely see why you think it's aesthetically pleasing to have a preferred frame.
The question then becomes what frame of reference does nature prefer and how do you prove it? If you can't prove it then why put it in the theory?
Why make physicists use an extra complexity in their math?
However, again we'd need to prove one is more special than another and Relativity predicts that we can't.
I say we should use our theories to predict, we should keep our theories as simple as possible, trust them where verified but also keep our minds open to what's possible.
It is very much an issue for any relativity simulation, and it must equally be an issue for the actual universe. Our inability to detect what's simultaneous doesn't eliminate the issue in either case - the objects in a simulation should not be allowed access to the key information which the program uses to coordinate events and they therefore can never determine which events are simultaneous, but the program has to control the unfolding of events in a rational way and is incapable of doing that without using a preferred frame mechanism. The universe must also control the unfolding of events in a rational way which doesn't involve unhappening events and rehappening them repeatedly, and it has no greater ability to do this than a simulation.
That's exactly the point. The universe has to do something and then stick with what it's done. To do anything else adds to its complexity (to try to hide the fact it depends on a preferred frame mechanism) rather than simplifying things.
It has nothing to do with aesthetics - this is entirely about needing a rational control for the unfolding of events to enable things to meet up when they've traveled to the same location by different paths and at different speeds. It cannot just be left to magic to do the coordination job. When a rocket moves away from a planet, its clock cannot both be running faster AND slower than it was running before.
Within a simulation you can't prove which frame is more special either, but one frame must be. How is the universe any different? How can it achieve what is completely impossible in a simulation?
In Relativity space and time merge together to form something like a "4D block," a "Lorentzian manifold." This 4D concept is mathematically coherent and it gets the right answers.
It has to be a completely 4D simulation to work. The only way I know of is to use a block universe where the future, present, and past exist and have existed. Reference frames would be "rotations" in this 4D structure and time passing seems to be an "illusion" we experience.
The MM experiment shows that the Maxwell equations adequately describe the propagation of electromagnetic radiation. If there was an aether, they wouldn't.
Within a simulation you can't prove which frame is more special either, but one frame must be. How is the universe any different?
A hierarchical order is mentioned and we have a problem to prefer most appropriate one.
A preferred frame has nothing to do with our preference, but it appears that I have been using the term in a non-standard way.
eternal block universe model where there is no actual speed of light at all, and all paths that light "takes" through the block are of zero distance and zero time.