Application of Generalized Quantum Hydrodynamics In the Theory of Quantum Soliton's Evolution, Atom Structure and Lightning Ball

TL;DR

This paper introduces a generalized quantum hydrodynamics framework to explain the formation and stability of quantum solitons, proposing a novel explanation for lightning balls as stable quantum objects.

Contribution

It develops a new theoretical approach using GQH to describe quantum solitons and their potential link to lightning balls, extending previous kinetic theories.

Findings

Quantum solitons are stable quantum objects in self-consistent electric fields.

The theory suggests lightning balls can be explained as quantum solitons.

GQH demonstrates significant potential in studying quantum transport phenomena.

Abstract

Quantum solitons are discovered with the help of generalized quantum hydrodynamics (GQH). The solitons have the character of the stable quantum objects in the self consistent electric field. These effects can be considered as explanation of the existence of lightning balls. The delivered theory demonstrates the great possibilities of the generalized quantum hydrodynamics in investigation of the quantum solitons. The paper can be considered also as comments and prolongation of the materials published in the known author`s monograph (Boris V. Alexeev, Generalized Boltzmann Physical Kinetics. Elsevier. 2004). The theory leads to solitons as typical formations in the generalized quantum hydrodynamics. Key words: Foundations of the theory of transport processes; The theory of solitons; Generalized hydrodynamic equations; Foundations of quantum mechanics; The theory of lightning balls. PACS: 67.55.Fa, 67.55.Hc