Alexandr A.Shpilman (alexandrshpilman78@gmail.com )
Time - Overtime
(Continued,
see beginning in N1/01)
Maxwell's equations for electromagnetic fields:
|
where |
H - the magnetic field; E - the electric field; ε - the dielectric constant; μ - the magnetic permeability. |
Recording of these formulas will be easier if
we use the concept of magnetic vector potential A, for which:
H = rot A
Thus Maxwell's equations will be reduced to
one:
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|
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A loyal record is:
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|
(1) |
Wave symmetry breaks the existence of electric
charges. But in OVERTIME electric charge field can be written as:
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|
|
|
where |
O - OVERTIME: V - the velocity of the
"waves of time" in OVERTIME. |
Thus, the existence of electric charges is
reduced to a kind of wave processes in OVERTIME. Thus, equation (1) becomes a
five-dimensional. If we understand the essence of the wave process, we will be
able to determine the possible existence and properties of magnetic monopoles
and the vector potential of the charge.
Wave process in OVERTIME generating electric
charge - it can be:
1) the wave propagates along the "global
line" particles from the past to the future;
2) the wave propagates along the "global
line" particles from the future into the past;
3) The standing wave formed by the oppositely
propagating waves from the past to the future and from the future into the
past.