User talk:Harald88/sandboxOne-way speed of light, relativity of simultaneity and the second postulate Start collecting references:
http://arxiv.org/abs/physics/0110076, and ancient, but I still think excellent post by Tom Roberts http://groups.google.com/groups?hl=en&lr=&c2coff=1&selm=54jfst%24glp%... and chapter 10 of http://www.courses.fas.harvard.edu/~phys16/Textbook/
Discussion, summarizing the referenced articles[sorry if this wasn't clear: this is not meant to be a Wikipedia editor's discussion page, but a condensed summary of the arguments in the relevant parts of the references; it should serve as a first version of a corresponding version for the Special Relativity article!] As far as light's measured speed is concerned, an atomic clock has only the single physical property of intrinsic atomic vibration. Therefore, once a clock has been given a constant speed through space, its intrinsic atomic vibrational rate is set, and nothing more can happen to the clock to alter its recorded time (given an SR environment). Similarly, as far as light's measured speed it concerned, a ruler has only the single physical property of intrinsic length, and once a ruler has been given a certain constant velocity through space, its unique physical length is set, and nothing more can be done to alter any of its recorded distance measurements (given an SR environment). [I agree but I didn't see this argument in the references. Thus: REFERENCE AND PAGE PLEASE! ] Suppose we are given that clocks physically slow and rulers physically contract as the move through space. Supposed they change according to the formula Only if we are given these (or similarly physically distorted) rulers and clocks can light's round-trip, one-clock speed be c in all directions in all inertial frames. However, even given slowed clocks and contracted rulers, light's one-way, two-clock speed will still vary with frame velocity according to the formula w = c2/(c - v), as long as the clocks are "absolutely synchronous", according to [REFERENCE AND PAGE PLEASE!] Thus argues [???], one-way, two-clock variance must occur when absolutely synchronous clocks are used, even if clocks are slowed, and rods are contracted; and it proves that the only way to obtain SR's one-way invariance (using two same-frame clocks) is by replacing absolutely synchronous clocks with absolutely asynchronous clocks, and then setting (forcing) the latter to get "c" one-way via a definition, as did Einstein. After noting that round-trip invariance/isotropy was given (for all practical purposes) by the Michelson-Morley experiment (even though their names were omitted), Einstein [1905] noted that the time portion of light's one-way speed must be given by definition because we have no means of absolutely synchronizing clocks. He also noted in his book that light's one-way speed would be c ± v if synchronous clocks were used. [ON WHICH PAGE IN THAT BOOK?] Einstein also noted in his book Special Relativity, 1961 Edition, page 27: "... if we discard [the assumption of absolute time or absolutely synchronous clocks], then the conflict between the law of propagation of light in vacuo and the principle of relativity disappears." Clearly, Einstein's definition of clock "synchronization" is a vital part of light's one-way speed. [AUTHOR, PUBLICATION] asserts that light's one-way speed is the only speed about which special relativity could have postulated, given round-trip invariance via experiment. Editor's comments and clarifications[not to put in the article; instead a summary of the essentials may be put on the article's Talk page] Does the WIKI relativity article's second postulate section mention anything about a definition of "synchronization"? Does it mention that light's one-way speed would vary given absolutely synchronous clocks? Does it mention that Einstein was forced to discard synchronous clocks, and then had to force clocks via a definition to obtain one-way invariance? Does it mention the fact that even given slowed clocks and shrunken rods and round-trip invariance, light's one-way speed can still vary as long as truly or absolutely synchronous clocks are used? Cadwgan Gedrych 15:22, 5 June 2006 (UTC)
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