Alexander A.Shpilman (
alexandrshpilman78@gmail.com )
De Broglie's Waves in OVERTIME
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(See the beginning in N2/02)
We can originally explain existence
of de Broglie's waves if we shall use OVERTIME
hypothesis.
The
global electrons line goes from the past, crosses our thin three-dimensional
layer "now" and goes away to the future. The length itself of the
electrons wave is equal:
l = h / (m*c) = 2.4*10-12
metre
where m – is the electrons mass, c – is speed
of light.
Probably, effective
thickness of a thin three-dimensional layer of our "now" for the
electrons is equal l/2. In this case the
electrons will have a resonance in this layer.
Wave process in the global
line of the moving electrons will interfere in the thin layer "now".
The length of the interference in the thin layer "now" will be equal:
L ~ h / (m*V)
where V - is the electrons speed along the layer "now".
It is the length of de
Broglie's wave.
Concerning this hypothesis the phase
speed of de Broglie's wave is easy for calculating too.