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| Tags: chose, incorrect, lorentz, mmx, solutions, three |
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#1
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Lorentz chose one of three incorrect solutions for MMX
The Dutch physicist Lorentz asserted that all bodies in motion are subject to the Lorentz transforms. As a consequence, their length contracts in proportion to their speed, their time is slowed down reciprocally to the length decrease and their mass increases until at the speed of c, length and time equals zero, mass is infinite and no greater velocity than c is possible. The transforms were invented to account for the null result of the Michelson-Morley experiment (MMX) which compared the times taken by a ray of light in the direction of the motion of the earth and perpendicularly to it over an equal distance. The relativity pioneer Poincare wrote in his 1897 paper 'The Relativity of Space' Quote: Lorentz could have accounted for the facts (of the null result of MMX) by supposing that the velocity of light is greater in the direction of the earth's motion than in the perpendicular direction. He preferred to admit that the velocity is the same in the two directions, but that bodies are smaller in the former than in the latter. End of quote. However, Lorentz had a third choice to account for the null result. He could have assumed that instead of a contraction of the parallel arm of the MMX interferometer equipment, an expansion of the perpendicular arm had taken place. This would also have explained the null result with equal justification but the three relativistic effects would have been reversed - i.e. proportionally to the speed, the perpendicular arm and time would have expanded and the mass would have been reduced. Needless to say that both contraction and expansion conjectures are untenable. The solution to the null result of MMX is quite different. Peter Riedt Ps If you like fairytales, download one for free from www.freewebs.com/djingattila |
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#2
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Peri of Pera wrote: Lorentz chose one of three incorrect solutions for MMX The Dutch physicist Lorentz asserted that all bodies in motion are subject to the Lorentz transforms. As a consequence, their length contracts in proportion to their speed, their time is slowed down reciprocally to the length decrease and their mass increases until at the speed of c, length and time equals zero, mass is infinite and no greater velocity than c is possible. The transforms were invented to account for the null result of the Michelson-Morley experiment (MMX) which compared the times taken by a ray of light in the direction of the motion of the earth and perpendicularly to it over an equal distance. The relativity pioneer Poincare wrote in his 1897 paper 'The Relativity of Space' Quote: Lorentz could have accounted for the facts (of the null result of MMX) by supposing that the velocity of light is greater in the direction of the earth's motion than in the perpendicular direction. He preferred to admit that the velocity is the same in the two directions, but that bodies are smaller in the former than in the latter. End of quote. However, Lorentz had a third choice to account for the null result. He could have assumed that instead of a contraction of the parallel arm of the MMX interferometer equipment, an expansion of the perpendicular arm had taken place. This would also have explained the null result with equal justification but the three relativistic effects would have been reversed - i.e. proportionally to the speed, the perpendicular arm and time would have expanded and the mass would have been reduced. Needless to say that both contraction and expansion conjectures are untenable. The solution to the null result of MMX is quite different. Peter Riedt Ps If you like fairytales, download one for free from www.freewebs.com/djingattila All of the above is nonsense, easily refuted by the fact that the Kennedy-Thorndike experiment cannot be explained by either length contraction (nor by the kooky length dilation mentioned in your text). Try again |
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#4
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Peri of Pera wrote: All of the above is nonsense, easily refuted by the fact that the Kennedy-Thorndike experiment cannot be explained by either length contraction (nor by the kooky length dilation mentioned in your text). Try again Karandash, neither KTX nor MMX can be explained by length contraction. The point is why does SR insist on it? Peter Riedt Wrong MMX is explained by length contraction. KTX cannot be explained by length contraction alone. Try again. |
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#5
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Karandash, neither KTX nor MMX can be explained by length contraction.
The point is why does SR insist on it? Peter Riedt Wrong MMX is explained by length contraction. KTX cannot be explained by length contraction alone. Just to set things straight... Both MMX and KTX are explained by length contraction (alone). It is well know that modern ether thories and SR both have the same conclusions on all such experiments. |
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#6
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#7
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Nope, KTX cannot be explained by length contraction alone. You need
BOTH length contraction and time dilation. Believe what you want. Length contraction implies time contraction hence length contraction suffices to explain/predict the null result of KTX. |
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#8
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#9
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wrote: Nope, KTX cannot be explained by length contraction alone. You need BOTH length contraction and time dilation. Believe what you want. Length contraction implies time contraction hence length contraction suffices to explain/predict the null result of KTX. Try learning: http://www.google.com/search?num=100...ke&btnG=Search |
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#10
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Length contraction implies time contraction
hence length contraction suffices to explain/predict the null result of KTX. Another crank to add to the list. Another "Immortal Fumble". Dont worry.. If it is an 'Immortal fumble', he will add it... Try learning: Not all what you learn is true. Try to reason/do the math yourself. I did the math for the MMX,KTX, Ives-Stilwell etc.. when I was in my teens, not even knowing that these experiments existed! Many years later, I was made aware of the existence of such experiments and was happy to know that my calculations/predictions were satisfied and agreed identically with SR's prediction. All this based only on length contraction. --- If you want to be sure, then always doubt. }:-) --- |
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