Authors: Ohki Yasutsugu
This second paper of sequels submitted by Ohki in viXra, under a postulate that there an exact differentiable linear continuous self-medium with vacuum permeability and permittivity, subject to a discrete and coherent frequency given from the source, proposes solutions to free most people from well-known spells that must be: massless of light for violation the Lorentz transformations, existence of external field for light to travel in vacuum space, regardless of impossibility for light to travel in free space with no external media denied by Michelson-Morley, derived only transverse wave from the equations of Maxwell. The others are showed maladaptation for the conservation law at any given point in time for electromagnetic wave function like mechanical system with total energy summed kinetic plus potential energy, and substantial distinction between Electromagnetic Corpuscular System (ECS) and Mechanical Particle System (MPS). To free from those spells, this paper leads to its solutions: (1) inherent derivations theoretically from one-dimensional complex equations of Maxwell on theorem of the Noether, (2) the derivations of electromagnetic attitude of radiant octad beam carriers: electric momentum, magnetic momentum, mass, momentum, energy, force, power, and electromagnetic indeterminacy described as the wave form. (3) the self-medium in a continuity entity helps the radiant octad carriers travel on an axis in free vacuum space as longitudinal wave and transverse wave duality, (4) which the self-medium helps the carrier travel in free space as the longitudinal wave moving in the same direction of travel on an axis through the movements backwards and forwards in the continuity, we can observe electromagnetic waves which electromagnetic distortion due to the movement generates for the continuity neutralized electromagnetically. (5) the indeterminacy carrier of the radiant octad carriers has a space interval or a time interval disappeared only in observing, some of the others are observable and calculatable through invariant the speed of light. (6) maladaptation of time reversal symmetry in the ECS. Besides, the self-medium with octad complex coordinates has an electromagnetic complex wave in the ECS to interchange the real manifest regimen into the imaginary potential regimen each other to-and-fro for each carrier, and to be described as complex wave function. Therefore, there are complex conservation laws able to apply respectively to the radiant octad carriers at any one point in time like total energy plus kinetic energy and potential energy in the MPS. In short word, the ECS has potential imaginary regimen like the MPS’s potential energy. The indeterminacy constitutes of indeterminate space interval or time interval that disappears in observing. However, if the time interval equal to time of observation regards as normal probability distribution through the observation, it will lead us to quantum mechanics world. Moreover, relationship between the beam energy and the beam indeterminacy is described as b(w) ∆ t = ∆ equation stands on the ECS side, when the ∆ t defined as the measurement time interval product of space interval ∆ z and the speed of light is assumed as a property of a probability distribution in the self-medium.
Comments: 13 Pages. Amend numbering in equations, unclear sentences in version 4
Download: PDF
[v1] 2020-05-06 11:38:03
[v2] 2020-05-08 07:48:07
[v3] 2020-05-17 00:31:41
[v4] 2020-05-24 06:39:12
[v5] 2020-06-11 05:21:02
Unique-IP document downloads: 387 times
Vixra.org is a pre-print repository rather than a journal. Articles hosted may not yet have been verified by peer-review and should be treated as preliminary. In particular, anything that appears to include financial or legal advice or proposed medical treatments should be treated with due caution. Vixra.org will not be responsible for any consequences of actions that result from any form of use of any documents on this website.
Add your own feedback and questions here:
You are equally welcome to be positive or negative about any paper but please be polite. If you are being critical you must mention at least one specific error, otherwise your comment will be deleted as unhelpful.