Open AccessStructure and properties of atomic nuclei in the theory of compressible oscillating ether
Author(s) -
N. A. Magnitskii
Publication year - 2019
Publication title -
journal of physics. conference series
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.21
H-Index - 85
eISSN - 1742-6596
pISSN - 1742-6588
DOI - 10.1088/1742-6596/1391/1/012084
Subject(s) - atomic nucleus , physics , neutron , atomic physics , atomic number , nucleus , spins , compressibility , coulomb , mass number , atom (system on chip) , classical mechanics , chemistry , nuclear physics , electron , mechanics , condensed matter physics , computer science , biology , embedded system , microbiology and biotechnology
In the work, based on the equations of the compressible oscillating ether, derived from the laws of classical mechanics, ether mathematical models of the nuclei of atoms of chemical elements are constructed. It is shown that the nucleus of any atom is a superposition of perturbation waves of ether density in several protons and several neutrons, having a common center and propagating around a common axis in one direction or in opposite directions, that is, having unidirectional or oppositely directed spins. Formulas for the values of internal energies, masses, magnetic moments, and binding energies of atomic nuclei are derived, with an accuracy of fractions of a percent coinciding with their experimental values. Formulas for calculating the radii of atomic nuclei are obtained. Answers are given to many topical questions about the structure of atomic nuclei that modern atomic physics is not capable of answering, for example: why there are no nuclei consisting only of protons or only of neutrons; what is the nature of the nuclear forces holding together protons and neutrons in the nucleus; why the sizes of atomic nuclei practically do not depend on the atomic number of the chemical element; why the Coulomb barrier of the nucleus selectively works; why the fragments of the decomposition of heavy elements into two nuclides are asymmetric; what is the reason for the different percentage in nature of different isotopes of the same chemical element?