GIF-portrait of a neutron. Internal density distribution in the neutron.
Abstract. The model of an elastic continuum and localized wave
vortices is used. The solutions of the wave equation have a discrete
spectrum. Identification of the second solution i, j = (1,0) as a
neutron was carried out. Taking into account the superposition of the
wave on itself, the energy density distribution inside the neutron is
obtained.
Here is an old, approximate figure of a neutron. You can say a sketch of a neutron.
Here q, θ, φ – spherical coordinates. In the first approximation, the object is axisymmetric, therefore the integral is taken over φ. q is the radial coordinate. L1,L2 , k - some constants. Interested persons can check on the computer.
But the updated GIF-portrait of an neutron, calculated on a computer. The current reference to this GIF-drawing, in motion, is given in the commentary. And the text link here: http://universe100.narod.ru/260/image003.gif or https://i.yapx.ru/gw8k.gif .
Explanation of the figure.
A neutron, like an electron, consists of an infinite number of wave
layers running around the vertical Z axis.
At the very center of the neutron (the dark ball), on the
Z axis, the wave energy reaches a maximum,
this is the neutron CERN.
In contrast to the electron, where in the center the energy is zero.
Then follows the second energy wave layer (violet), and then even less
energetic (gray).
These three layers occupy approximately 90% of the total energy = the
neutron mass.
The energy in them is distributed in a ratio of approximately 6: 4: 1.
The mathematical solution is such that the energy is maximal
in the middle of the layer and decreases to zero between the layers, and
the direction of the wave on the surface between the layers changes the
direction of motion to the opposite. Опубликовано: https://www.academia.edu/35363224/GIF_portrait_of_a_neutron Обсуждение: https://www.academia.edu/35341279/GIF_portrait_of_a_neutron
Назад
Главная страница
Оглавление
Далее
Страница размещена на сайте в ноябре 2017 года |