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| Tags: astronomers, forwarded, hubble, remeasure, space, telescope, universe |
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Jonathan Silverlight wrote in message ...
[...] Now, on the other hand, there is a perfectly good, coherent representation of matter structure [a candy for the correct answer!] which results in the photon energy loss with an exponential to the distance rate - z =2^(t/Hd)-1 where t is the time of photon travel and Hd =4.111 bly Hubble photon wavelength doubling time constant. It is around 170 km/s per Mpc for the linear approximation for very small redshifts. I thought your figure was Hd = 4.234 billion years. Given that you're quoting it to 4 decimal places, isn't that a rather large difference? The difference is about 2.8%! I know... shame of me... The worst part of it I have to admit it's coming from the fact that E not = mc^2, but E=0.9722mc^2 ... Why? Is the circumference of a circle 3.0000 x the radius, as the Bible is supposed to claim? That's the sort of rewriting of basic physics you're doing. Actually, that kind of rewriting is going on in the academia, and most obvious in astrophysics... [Dark energy, dark matter, etc...] My reason is very simple: it is the right thing to do... I tell you how it is: I found an excellent, coherent description of everything, based on the colliding atoms representation. I tried and tried to reconcile with the Standard Model - and could not. You may recall my idea of the mass-equivalent photon. I consider the photons as spherical surface objects constructed of two interacting, self- reconstructing collisions, whith the highest energy being a permanent structure, like a massive body - hence the name: mass-equivalent. Its radius is calculated as 1/4 of wavelength, which is defined from E=h*nu = mc^2, and in my theory the electron rest mass is 27 collisions, so nu= 2/27*me*c^2/h. I tried to compare the radius of this mass-equivalent photon with the Bohr radius - and bingo! You know, the Bohr radius really could not be a radius, but still shows some very fundamental natural thing. And what did I find? a_0=2Pi*r_gamma * some correction... Now, the 2 is 2, the 27 is 27, the mass of electron is the mass of electron, and the Planck constant is that, and the c speed of light is that... So the correction could come only from the E = mc^2*epsilon^2, with a value of this correcting term is 0.972296766. Meaning, there must be an energy loss about 3%, or a missing mass - missing energy - at the transition from mass to energy. I reread Einstein - he neglected a couple of higher order terms in his initial deduction... Also, there is a constant problem in the reprocessing of nuclear reactor fuel - some 3% always missing! In the accounting of cosmic ray always a lost energy... But the key: really, nobody checked the most famous equation's validity! So, my entire excercise of getting this fair share of abuse... to break this news to you! BTW! If use this correcting term to find the fine structure constant: alpha = 2/27 * (epsilon/Pi)^2 -- which is a damn good reason to check the almost 3% energy loss or extra mass missing! Not to mention, that in my representation the constructing collisions has to be inelastic, somewhat, just to be able to self-reconstruct... Cheers! [That was your Christmas present, so Merry Christmas!] Aladar http://www.stolmarphysics.com |
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