The formation of the imaginary mass of a particle is a process of spherical deformation of the quantized vacuum

 

Leonov Vladimir

December 2024

 https://orcid.org/0000-0001-5270-0824

https://www.researchgate.net/profile/Leonov-Vladimir/research

For citation:

Leonov Vladimir. The formation of the imaginary mass of a particle is a process of spherical deformation of the quantized vacuum. – Preprint: ResearchGate, December 2024, Download PDF: DOI: 10.13140/RG.2.2.32313.48480

Abstract

I continue to popularize the quantum theory of gravity, the basis of which is the quantum of space-time (quanton) in the form of 4D-tetraquark discovered by me in 1996. The theory of quantum gravity is part of the quantum theory of Superunification developed by me in 1996-2000 The carrier of gravity is a new particle of gravity in the form of 4D-tetraquark. We cannot call many theories of so-called quantum gravity if they do not have a gravity particle in the form of 4D-tetraquark. Gravity begins with the process of mass formation for an elementary particle. What is particle mass? The Standard Model of particles does not have an answer to this question. The Higgs boson failed to cope with the task assigned to it as a possible contender for the role of mass carrier. Only the new particle in the form of 4D-tetraquark is the carrier of mass for elementary particles and the mass of all bodies in the Universe. 4D-tetraquark is a carrier of gravity and electromagnetism at the same time. The quantized vacuum has a discrete structure in the form of an elastic static electromagnetic field of the Universe consisting of 4D-tetraquarks. The quantized vacuum has the following parameters: maximum gravitational potential, maximum quantum density, maximum energy density, and maximum pressure inside the quantized vacuum. The elastic structure of a quantized vacuum has the ability to deform: compression and stretching. We have proven that the mass of a particle (body) is formed as a result of spherical deformation of a quantized vacuum. The electromagnetic energy of a quantized vacuum is the equivalent of the imaginary mass of a particle (body). Paradoxically, classical mass as an isolated object does not exist in nature. We are dealing only with the electromagnetic energy of the spherical deformation of the quantized vacuum, which we take as the mass of the particle (body). Isolated classical particles (bodies) do not exist in nature. Mass is an inseparable and constituent part of the quantized vacuum and the Universe. It is the concept of imaginary mass that explains the principle of corpuscular-wave duality, when imaginary mass exhibits the properties of a wave and a corpuscle simultaneously.

11 pages, 4 figures.

Key word: mass formation, imaginary mass, 4D-tetraquark, quantized vacuum.

Content

1. Introduction

2. Mass is an imaginary parameter of a particle as an equivalent of the energy of spherical deformation of a quantized vacuum

3. Gravitational diagram for imaginary mass M₀ inside deformed quantized vacuum

4. Poisson's gravitational equation for a deformed quantized vacuum

5. Two-component solution of the Poisson equation for a spherically deformed vacuum

6. There is a gravitational well around an imaginary mass inside a quantized vacuum

7. Newton's law of universal gravitation is the pressure gradient P₁ of the quantized vacuum towards the bottom of the gravitational well

8. Newton's law of universal gravitation without masses M and m inside a quantized vacuum

9. Conclusion

References