The formula is derived for the electric force inside a uniformly charged spherical body, as well as for the Coulomb force between the charged bodies from the standpoint of the model of the vacuum field with charged particles. The parameters of the fluxes of charged particles are estimated, including the energy density, energy flux and cross section of interaction with the charged matter. The energy density of gravitons in the Le Sage’s gravitation model is expressed in terms of the strong gravitational constant. The charge to mass ratio is determined for the charged particles that make up photons and the charged component of the gravitational field. These particles are identified as praons, while the praon level of matter is considered a lo...
Abstract: By expressing natural constants in terms of Planck units, we found that the Universal Gra...
The vacuum field is considered as a force field, which consists of particles moving at speeds of the...
Non-empty space reading of Maxwell equations as local energy identities explains why a Coulomb field...
The formula is derived for the electric force inside a uniformly charged spherical body, as well as ...
Analysis of the field equations for the tensors of the mass and charge components of the general fie...
The formula for the gravitational force inside a spherical body is derived, as well as for the Newto...
The general field, containing all the macroscopic fields in it, is divided into the mass component, ...
The general field, containing all the macroscopic fields in it, is divided into the mass component, ...
The following research contributes to the understanding of how electric charge influences the unwrap...
For the relativistic uniform system with an invariant mass density the exact expressions are determi...
The equations of gravitation related to the field of a spherical charged source imply the existence ...
This paper shows that the force of charge and gravity can be modeled from a sphere, Planck Spinning ...
It is assumed that charged, spin-½, matter distributions can be described in terms of a Dirac spinor...
The Standard Model of elementary particles, despite its successes, fails to derive and calculate the...
Es wird eine Lösung der Maxwell-Gleichungen angegeben, die ein elektromagnetisches Feld beschreibt, ...
Abstract: By expressing natural constants in terms of Planck units, we found that the Universal Gra...
The vacuum field is considered as a force field, which consists of particles moving at speeds of the...
Non-empty space reading of Maxwell equations as local energy identities explains why a Coulomb field...
The formula is derived for the electric force inside a uniformly charged spherical body, as well as ...
Analysis of the field equations for the tensors of the mass and charge components of the general fie...
The formula for the gravitational force inside a spherical body is derived, as well as for the Newto...
The general field, containing all the macroscopic fields in it, is divided into the mass component, ...
The general field, containing all the macroscopic fields in it, is divided into the mass component, ...
The following research contributes to the understanding of how electric charge influences the unwrap...
For the relativistic uniform system with an invariant mass density the exact expressions are determi...
The equations of gravitation related to the field of a spherical charged source imply the existence ...
This paper shows that the force of charge and gravity can be modeled from a sphere, Planck Spinning ...
It is assumed that charged, spin-½, matter distributions can be described in terms of a Dirac spinor...
The Standard Model of elementary particles, despite its successes, fails to derive and calculate the...
Es wird eine Lösung der Maxwell-Gleichungen angegeben, die ein elektromagnetisches Feld beschreibt, ...
Abstract: By expressing natural constants in terms of Planck units, we found that the Universal Gra...
The vacuum field is considered as a force field, which consists of particles moving at speeds of the...
Non-empty space reading of Maxwell equations as local energy identities explains why a Coulomb field...