PERIODIC TABLE OF ELEMENTARY ATOMS AS A SIMPLE GAMMA IN A BIQUATERNI-ON REPRESENTATION

Abstract

The present work is related to the construction of periodic solutions of the biquaternion wave equation of the electro-gravimagnetic (EGM) field, which is a biquaternion generalization of Maxwell's equations, and describes the relationship between the intensity of the ether and the EGM charges and EGM currents generated by it. Fundamental and generalized solutions of this equation are constructed in the article. It is significant that the solutions describe photons as EGM waves of fixed frequency emitted by EGM charges and EGM currents. The density and motion of photons, their energy-momentum are determined. Solutions of the homogeneous bi-wave equation are also constructed, which describe free photons as free EGM waves of fixed frequency. Based on them, a biquaternion representation of light and the density of its energy-momentum is given. Currently, the concepts of light and heavy elementary particles and atoms based on quantum field theory are the most widespread and canonized. Here we use the names of heavy and light particles accepted in this theory. However, this biquaternion model is completely different. It is deterministic, based on the determination of the real physical characteristics of elementary particles and atoms, and not the probabilistic ones. In particular, a biquaternion representation of an elementary atom (elementary hydrogen) and a periodic system advising it, built on the principle of a sound series of a simple musical scale, are given.