American Physical Society (APS) March 2020 Discovery of self-induction of Faraday's law_H71.00407 (발표자료)
Every natural phenomenon can be quantified
using seven basic physical quantities: length, time, mass, temperature,
electric charge (current), luminous intensity, and amount of substance. Among
these quantities, matter is quantified by the basic physical quantities of mass
and electric charge. The classifications between mass and charge can be
attributed to the fact that the force of mass between two types of matter is
universal gravitation, and the forces of electric charge are divided into
electric and magnetic forces. Matter should be characterized using physical
quantities corresponding to its electric charge and mass. Matter has a
gravitational field when considered from the perspective of mass and an
electric field when considered from the perspective of electric charge.
Furthermore, a mass of matter does not generate any field except for a
gravitational field, even when it undergoes motion with velocity 𝑣0;
however, when its charge undergoes uniform motion, not only an electric field,
but also a time independent magnetic field is generated.
When we apply the
conception of matter, including mass and electric charge, the Lorentz force is
given as below
1. Because the Lorentz force in a fixed inertial system requires
three charges of different speeds, the observer in a moving inertial system
must physically distinguish between the charges that generate an electric field
and the charges that generate a magnetic field.
2. For three charges of Lorentz
force, two of the three charges generate a magnetic field in accordance with
Ampère’s law and all three charges generate an electric field in
accordance with Gauss's law.
Therefore, because the well-known Lorentz force
cannot distinguish between an electric field and magnetic field generated by
each electric charge, relativistic electromagnetism of Minkowski force is
useless. And
Because Planck's constant can be mathematically derived, we know
that electromagnetic waves are used as a form of releasing oscillation energy,
held by the charge, to return to an equilibrium state when the charge of an electric
dipole is oscillated (or revolved + oscillated) by external energy.
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