Coulomb Force from Non-Local Self-Assembly of Multi-Peak Densities in a Charged Space Continuum
Булыженков И.Э. (Bulyzhenkov I.E.) Coulomb Force from Non-Local Self-Assembly of Multi-Peak Densities in a Charged Space Continuum // Particles, 2023. 6(1): 136-143. doi: 10.3390/particles6010007

Категории: Исследование, Авторский указатель

## Coulomb Force from Non-Local Self-Assembly of Multi-Peak Densities in a Charged Space Continuum 0.0/5 rating (0 votes)/*<![CDATA[*/jQuery(function($) {$('#c4aab8cf-bd11-4dce-bfe9-a2fdc567666a-6419f09f49f62').ElementRating({ url: '/en/updates?task=callelement&format=raw&item_id=9151&element=c4aab8cf-bd11-4dce-bfe9-a2fdc567666a' }); });/*]]>*/

### Аннотация

Maxwell’s electrodynamics admits radial charge densities of the elementary organization with one vertex of the spherical symmetry. A multi-vertex distribution of sharply inhomogeneous charge densities can also be described by monistic field solutions to Maxwell’s equations equalities. Coulomb Lorentz forces are exerted locally to correlated electric densities in their volume organization with the fixed self-energy integral. The long-range Coulomb interaction between the dense peaks of the charged space continuum can be described quantitatively through bulk integrals of local tensions within observable bodies in favor of the monistic all-unity in the material space physics of Descartes and Russian cosmists.

Keywords: self-assembling; continuous charge; non-locality; local stresses; material space; monistic worldview

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