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alexandrinushka
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- TL;DR Summary
- If one decides to adopt a neo-lorentzian point of view, aren't they at risk of committing to a dynamical length contraction, whose explanation has no room in modern Physics? Otherwise, what such (speculative) explanation might consist of?
I am new here, so pardon my ignorance.
First of all, I am aware of the impossibility to distinguish experimentally between SR (Special Relativity) and LET (Lorentz Ether Theory). I know there is a PF policy article on LET and the Block Universe.
I must admit though that LET is more appealing to me (for reasons of psychological and philosophical nature, mainly because I find it hard to fit our experience in a perdurantist views and because an "open future" is valuable to me as to the thinking creature I am; hope these lines can find some sympathy in the minds of hard-core physicalists).
That being said, I do not feel comfortable embracing ad hoc statements and the Lorentz-FitzGerald contraction, when viewed as a dynamical effect on a rod, moving with respect to preferred reference frame, sounds as ad hoc as it can get...
If I have understood things correctly, time dilation can somehow be described in a Larmor style by referring to the longer path a photon in an Einstein clock might need when traveling in a moving clock. Yet it does not seem to me one can employ the same reasoning when it comes to length. In other words, a true "shortening" of objects in the direction of movement is needed in order to supply LET with the tools needed to match the elegant predictions SR makes.
So, after this long introduction, does a dynamical length contraction contradict any current physical law? Is there anything that makes it impossible? If we consider an electron as some sort of a "wavy structure" with probabilities (yes, I know is the probability that is oscillating and that nothing is actually waving around there) to find it at a certain place around the nucleus, doesn't it seem a bit absurd to imagine this probability squeezed in the direction of motion to match experimental evidence? I do understand this is quite speculative and that we do not have all the answers yet (some would argue we might never have them), I am just not willing to commit to anything absurd and supposedly we may judge a theory absurd or dismiss it even with partial knowledge.
TLDR; are there any reasonable ways to picture dynamical Length Contraction, given the current knowledge we have gained in Quantum Mechanics, without it been too ad hoc?
Edit: I have added an explanation for some of the acronyms.
First of all, I am aware of the impossibility to distinguish experimentally between SR (Special Relativity) and LET (Lorentz Ether Theory). I know there is a PF policy article on LET and the Block Universe.
I must admit though that LET is more appealing to me (for reasons of psychological and philosophical nature, mainly because I find it hard to fit our experience in a perdurantist views and because an "open future" is valuable to me as to the thinking creature I am; hope these lines can find some sympathy in the minds of hard-core physicalists).
That being said, I do not feel comfortable embracing ad hoc statements and the Lorentz-FitzGerald contraction, when viewed as a dynamical effect on a rod, moving with respect to preferred reference frame, sounds as ad hoc as it can get...
If I have understood things correctly, time dilation can somehow be described in a Larmor style by referring to the longer path a photon in an Einstein clock might need when traveling in a moving clock. Yet it does not seem to me one can employ the same reasoning when it comes to length. In other words, a true "shortening" of objects in the direction of movement is needed in order to supply LET with the tools needed to match the elegant predictions SR makes.
So, after this long introduction, does a dynamical length contraction contradict any current physical law? Is there anything that makes it impossible? If we consider an electron as some sort of a "wavy structure" with probabilities (yes, I know is the probability that is oscillating and that nothing is actually waving around there) to find it at a certain place around the nucleus, doesn't it seem a bit absurd to imagine this probability squeezed in the direction of motion to match experimental evidence? I do understand this is quite speculative and that we do not have all the answers yet (some would argue we might never have them), I am just not willing to commit to anything absurd and supposedly we may judge a theory absurd or dismiss it even with partial knowledge.
TLDR; are there any reasonable ways to picture dynamical Length Contraction, given the current knowledge we have gained in Quantum Mechanics, without it been too ad hoc?
Edit: I have added an explanation for some of the acronyms.
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