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Chapter |
From our
electron model, we find out that the electromagnetic field has satisfied the 5 equations
(4.1), (5.1), (10.7), (11.7), (12.7), here we rewrite each one of the equations as
follows:
The
Gauss Law of Electric Field:
(13.1)
The
Gauss Law of Magnetic Field:
(13.2)
The
velocity of electromagnetic field equation:
(13.3)
The hydroelectric equation:
(13.4)
The hydromagnetic equation:
(13.5)
Let us consider one
special case based on the above 5 electromagnetic field equations, the free
charge electromagnetic field in vacuum, which satisfies the following four conditions:
(13.6)
(13.7)
(13.8)
(13.9)
Then, based on above
4 conditions, we get:
(13.10)
(13.11)
Thus:
(13.12)
And:
(13.13)
Thus:
(13.14)
Thus, we can get the following 5 equations of the electromagnetic field in vacuum of free charge, which are:
(13.15)
(13.16)
V=c
(13.17)
(13.18)
(13.19)
Then based on the above 5 equations, we can get the Maxwell Electromagnetic Wave Equation in vacuum of free charge:
(13.20)
(13.21)
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What
is the electron spin?
ISBN 0-9743974-9-0 Copyright © 2003 Gengyun Li All rights reserved http://www.electronspin.org |