A.A.Spilman
(sah@nursat.kz)
Interesting
ratioes
It is well-known, that the energy of a photon
is equal:
|
E= h*c/l |
where |
h
- Plank constant; |
But why just such strange relation? Not
clearly.
Let's assume, that the basic part of energy
of a photon is concentrated cubed lxlxl as a magnetic
field H, then it is possible to write:
|
h*c/l » m *H2*l *l *l |
where |
m - magnetic permeability of vacuum. |
Let's execute the subsequent transformations:
|
h*c » m *H2*l4 » (m *H*l2) 2/m » ff 2/m |
From here magnetic flow is equal:
|
ff » SQRT(h*c*m)=SQRT(h*SQRT(m/e))=SQRT(h*r)=5*10-16 Weber |
where |
SQRT() - function of extraction of a square root; |
Is received, that for all energy (lengths of
waves) photon, its mean magnetic flow size a constant. That is, we have deduced
approximate value of a quantum of a magnetic flow for a photon. It in 4 times
is less classical f 0=2*10-15 Weber, that is
possible to explain by replacement of integration on all volume on volume cube
by the size lxlxl.
Same "spells" can be tried to
repeat, by suppose, that all energy of a photon is concentrated in its
electrical field:
|
h*c/l » e *E 2*l *l *l |
|
h*c » e E2l4 » (e *E*l 2) 2/e » y 2/e » qf 2/e |
where |
y - flow of an electrical induction; |
Is received, that for all energy (lengths of
waves) photon, its electrical charge size a constant, in 8.3 times more
classical charge of an electron q0=1.6*10-19 coulomb,
that would be possible to explained by replacement of integration on all volume
on volume by cube by the size lxlxl. But Only here
this error for q and f is received in the opposite
direction...?
Also it is not all. It is known, that the
return size of a constant of a thin structure is equal
|
1/a= 2h/(m *c*q02)=2h/(r * q02)=2*qf 2/q02»137 |
Most interesting from spent
"spells" that we have received the following relations:
|
qf 2» h/r ff 2 » h*r 2*qf 2/q02=1/a»137 |
The rather last ratio that is possible to
assume that for a photon and for an electron - the vacuum has different wave
resistance:
|
re/rf »137/2 |
Here is above what to think.