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The emergence of quantum mechanics in a
gukuum. Part 3.
Abstract. It is shown that if we
assume that the electron and proton are solid balls, then
the speed of their rotation on the surface is close to the
speed of light. This can not be an accidental result, but
has no explanation in traditional physics. And in the theory
of the elastic universe, this is easily explained.
Spin and linear velocity of internal points of elementary
particles.
The same is said about the physical meaning
of the angular momentum - the spin of an electron (proton).
Rotation as it were, the spin is also there, but to ask how
this rotation looks "does not make sense."
-
rest mass of the electron:
me
;
We have
theoretical values obtained from quantum physics:
- electron spin
(Se=√3/2ћ)
;
(2-48) This is the diameter of the object. The radius is 2 times smaller:
(2-49)
Next, we make the
appropriate calculations. electron:
Ie=ke•meRe2;
(2-51)
3) This angular velocity corresponds to the linear velocity Ve, Vp "of the surface" of the objects (formulas (2-47), (2-49), (2-50):
(2-52)
(2-53)
4)
We draw conclusions. The result depends on the shape of the
object (coefficient
k
in calculating the moment of inertia) and on the
coefficients in the formulas for the spins of the electron
or proton (√3/2 and ½). Due to the smallness of
k≈0,1,
the final result was 1.5 - 2 times higher than the speed of
light. But we take into account that in the accepted
"homogeneous" model the extreme points of the electron
(proton) move faster, the internal ones - more slowly. In
short, whatever one may say, on the average, it is about the
speed of light. Both the electron and the proton. The
result, which can hardly be called random. We spent an hour
doing "meaningless" calculations, but got an absolutely
meaningful, highlighted result! Probably, this result is
also implicitly contained in the quantum-relative theory.
But for some reason no one wants to drag him to the light of
day. Опубликовано: https://www.academia.edu/34586623/The_emergence_of_quantum_mechanics_in_a_gukuum._Part_3
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