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Twins paradox and ageing |
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| Dec26-09, 04:12 PM | #35 |
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Twins paradox and ageing |
| Dec26-09, 05:04 PM | #36 |
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The other question I have may be somewhat off the wall .... but as we sit on earth we are busy whurrling about in the motion that makes days, on top of that we are circulating about the sun, in the circuit that defines years. The sun is just one of the stars in a very mobile galaxy grandly twisting in 'space'. So we are moving in all direction at once when compared to just about any reference point. What effect does all this motion have upon us relative to ...er....er.. relativity? |
| Dec26-09, 05:28 PM | #37 |
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| Dec26-09, 08:22 PM | #38 |
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SR can't answer the question of the deep physical cause(s) for differential aging. Relative position in gravitational field is also connected to differential aging. Atoms, quartz clocks, humans, etc., all material objects are bounded, standing wave structures, ie., oscillators, of lesser or greater complexity. One take on differential aging is that acceleration affects the periods of oscillators. |
| Dec26-09, 08:34 PM | #39 |
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Differential aging is a logical consequence of clocks following different spacetime paths. This requires acceleration on the part of one or both of the clocks but the acceleration is not the direct cause of the effect. Remember we are using ideal clocks that satisfy the clock hypothesis. Matheinste. |
| Dec26-09, 08:49 PM | #40 |
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Clocks which are unaffected by acceleration will show that the ship twin has less elapsed time. |
| Dec28-09, 02:08 PM | #41 |
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Thanks for the input(s). My concern is that in calculating in terms of instantaneous velocities (vis clock postulate), and visualizing in terms of paths in spacetime geometry, then maybe some important physical considerations get glossed over.
We agree that relativity theory is not designed to provide an answer to the OP's question about deeper physical cause(s) of differential aging. A more fundamental (wave?) theory is required. The physical evidence does suggest that modifications of oscillatory periods happen during intervals of acceleration. |
| Dec28-09, 02:28 PM | #42 |
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Matheinste. |
| Dec28-09, 02:55 PM | #43 |
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I'm not familiar with the experiments you're talking about. I'd be interested to see an experiment that shows that acceleration has no effect on clocks. |
| Dec28-09, 03:21 PM | #44 |
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Matheinste. |
| Dec28-09, 03:38 PM | #45 |
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Now we are speaking of a innate characteristic of the universe - is there something that is responsible for this? CERN is busy spending billions to find a particle that may or may not hold the secret to mass - is there a chronological particle/wave/force? |
| Dec28-09, 03:51 PM | #46 |
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| Dec28-09, 04:41 PM | #47 |
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| Dec28-09, 05:07 PM | #48 |
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Mentor
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Here is a link to the abstract:
http://www.nature.com/nature/journal.../268301a0.html You can probably find it at a local library. Nature and Science are widely subscribed to. There also used to be a hyperphysics page describing it, but I couldn't connect to it today. |
| Dec28-09, 05:09 PM | #49 |
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So, assuming that a clock's tick rate is proportional to the speed at which the clock is moving, the question I'm interested in is: when tick rates change -- during what are called acceleration intervals -- then what are the mechanics of the change? |
| Dec28-09, 05:13 PM | #50 |
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Put a clock at the end of a centrifuge. Spin up the centrifuge so that the clock is traveling in circle at a given speed while experiencing an acceleration. Compare the clock's rate with that expected just due to its velocity and see if it varies. (is the acceleration having an additional effect on the clock rate). By varying the radius of the centrifuge and its rate of spin you can create situations where you have different accelerations but maintain the same speed for the clock or maintain the same acceleration for different speeds of the clock. Th experiment has been done with high speed centrifuges and using samples of a radioisotope for the clock. To the accuracy already stated, it has been found that the measured decay rate of the sample is only determined by the speed at which it moves and that the acceleration has no effect. |
| Dec28-09, 05:19 PM | #51 |
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