Difference between revisions of "Charge and electric phenomena"

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It is the condition of a region of the [[Elementary Field]] where the distribution of the stochastic fluctuations ([[Elementary Events]]) that constitute the [[Elementary Action]] is is characterized by a non null value of chirality of vorticity.  
 
It is the condition of a region of the [[Elementary Field]] where the distribution of the stochastic fluctuations ([[Elementary Events]]) that constitute the [[Elementary Action]] is is characterized by a non null value of chirality of vorticity.  
  
So, in a massive domain of the Field, as for a [[Particle]] of [[Ordinary matter]] or a [[Electromagnetic Waves]] of [[Radiant energy|radiation]], we can identify '''rotation''' / curl, a particular form of correlation of the distributions of vorticity of the elementary fluctuations ([[Rotation:Chirality]]) of the point-events that compose that domain .  
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So, in a massive domain of the Field, as for a [[Particle]] of [[Ordinary matter]] or a [[Electromagnetic Waves]] of [[Radiant energy|radiation]], we can identify '''rotation / curl ''', a particular form of correlation of the distributions of vorticity of the elementary fluctuations ([[Rotation:Chirality]]) of the point-events that compose that domain .  
 
   
 
   
 
This is the '''root of electrical phenomena'''.
 
This is the '''root of electrical phenomena'''.

Revision as of 19:48, 12 September 2021

Definition

It is the condition of a region of the Elementary Field where the distribution of the stochastic fluctuations (Elementary Events) that constitute the Elementary Action is is characterized by a non null value of chirality of vorticity.

So, in a massive domain of the Field, as for a Particle of Ordinary matter or a Electromagnetic Waves of radiation, we can identify rotation / curl , a particular form of correlation of the distributions of vorticity of the elementary fluctuations (Rotation:Chirality) of the point-events that compose that domain .

This is the root of electrical phenomena.

Common definition

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Description

See also

Links to the related sections of the TFNR Paper

Classification