What is it about?
In this work, by means of quantum mechanics, it is shown that the space of the atom and our entire reality is multidimensional, that the degrees of freedom 1-7 D determine the division of atomic structures into orbitals and periods. That the fundamental reason for the existence of periodic systems of elements and isotopes is the multidimensionality of space, packed in the electronic and nuclear structures of the atom. With the help of the D-dimensions of space, used as a quantum numbers, the orbitals of electrons familiar to us from the school course are reproduced, and the orbitals of nucleons of the nucleus are also built, as an aid for the nuclear transformations of one element into another in the future. The disadvantages of the classical spherical coordinate system are shown, and new coordinate systems are proposed that are suitable for spherically organized systems - an atom, the universe. It is shown how, with the help of Pascal's triangle, familiar to us from elementary grades, it is possible to visualize projections of spaces with dimensions from 1 to 7D and find their manifestation in nature. In this work, a theoretical explanation of the PERIODIC SYSTEM of ISOTOPES of the nucleus, the principle of multilevel periodicity, is put forward and an assumption is made on how structurally protons and neutrons can be organized inside.
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Why is it important?
To understand the multidimensionality of our reality. The deeper we get to know nature, the faster we will create technologies for its purest and most harmonious life in it. The sooner we can feel this reality.
Perspectives
Mankind will somehow find a way to transform one element into another, this work is aimed at the implementation of these tasks and a periodic system of isotopes is needed.
Andriy Magula
PO “UKRAINIAN NUCLEAR SOCIETY”
Read the Original
This page is a summary of: Quantum-Mechanical Substantiation of the Periodic System of Isotopes. Models of Nuclear Orbitals, September 2021, Scientific Research and Community Ltd,
DOI: 10.47363/jpsos/2021(3)149.
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