Electrostatic Interaction in Stochastic Electrodynamics

TL;DR

This paper explores how electrostatic forces can be derived from stochastic electrodynamics by modeling particles as oscillators interacting with a zero-point field, linking classical and quantum concepts.

Contribution

It introduces a model where Coulomb force arises from the interaction of a 2D oscillator with zero-point field, conditioned on frequency matching with Zitterbewegung.

Findings

Coulomb force derived from oscillator-zero-point field interaction

Frequency matching condition with Zitterbewegung is essential

Provides a classical basis for electrostatic interaction

Abstract

Assuming the charged particle to be a two-dimensional oscillator that scatters the classical background of zero-point field one can deduce the Coulomb force of the two interacting particles. The correct deduction of the force is conditioned by the equality between the natural angular frequency of the oscillator and the angular frequency of Zitterbewegung.