vlamir
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Thanks for good questions, Nereid.Originally posted by Nereid
Would you care to make some specific, quantitative predictions from your idea? For example:
-> the time rate-of-change of G, \alpha, c, or h
-> the value of the local Hubble constant
-> the rest mass of neutrino(s) - any kind
As I spoke above, this formula became for me unexpectedness.
In the work
http://vlamir.nsk.ru/dipole of speed_e.pdf
this problem was partially solved. I wanted to prolong the work in some months, but absolutely unexpected, the solution has come earlier. The answers to some of your questions you can find in this paper.
Now I am forced to change my plans.
I want to go in the forum "Astronomy and Cosmology" and to discuss some problems.
In particular, I am interested with the "magnetic" history of the Earth.
The Earth is the huge gyroscope, which is charged by negative electricity. The gyration of electric charge generates some part of magnetic field of the Earth.
In order to test quantitatively this supposition it is necessary go to the "magnetic" history of the Earth. During the existence the Earth, her magnetic poles had turned over some times. Not so large energy is necessary for turn over of poles of the Earth. In any case, it is significant smaller than it is necessary for rotational displacement of our Earth gyroscope on 180 degrees. But if to assume, that at rotation of the solar system around of galactic center, we moving on an elliptic orbit, then the pattern becomes more - less actual.
At moving of celestial body on an elliptic orbit the angular acceleration of the body changes the sign four times for each turnover. The period of revolution of the solar system around of center of our Galaxy is approximately equal of 240 millions years. Therefore, the period of revolution of the magnetic field of the Earth should be equal of 60 millions years.
As to neutrino, I could offer you to think of electrons and positrons, which have lost a charge. The polytronic model of electric charge allows to have a fractional charge, down to its complete losses.
But I would not like to hurry up with solution of this problem, as the neutrino is insufficiently known particle.
Regards.
Vlamir
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