Abstract
(МТ)
Directly to the question this is what the specialists
V.V.Struchkov and B.M.Yavorskiy write: "In the Lorentz transformations the spatial coordinates and time are closely
intertwined and the time is
impossible to separate from the
spatial coordinates. In the STR, the space and time
represent a unitary variety; it is called space-time. This is a four-dimensional variety in which it can not be
broken down into two independent variety: a three-dimensional coordinate space
and one-dimensional time."
All
scientific utterances on the subject accentuate precisely on the circumstance
that the spatial coordinates and time are intertwined and it is impossible to
separate. This
understanding is devoid of realism
and taking general ideological reason and taking a concrete factlogy. Actually, it comes to one a general fallacy as a result of
uncritically pursuit of the Special Theory. To be
able distinctly to show this, let us first to present the Lorentz
transformations for the exemplary event "Inertial
system K' moves with velocity v to right relative
to a stationary system K along the axes X'=X " with the laying b=(1-v2/c2)1/2
:
x'=x/b – (v.t)/b ; t'=t/b – (v.x/c2)/b – viewpoint K' (1)
Form (1)
of the transformations is intimidating because
of the obvious presence of not incompletely
carried out mathematical operations.
Relativism, however, accepts it as final, announcing that this
unfolded sort is due
precisely of the in question interweaving of the spatial coordinates with the
time which phenomenon leads to the impossibility to further mathematical rationalization. For a demonstrativer plan of this strange
position and its criticism will write the transformations (1) in
following excellent sort:
x'=(x–v.t)/b ; t'=(t–v.x/c2)/b – viewpoint K' (2)
Of the expressions (2)
makes clear that the relative doctrine there is a problem with the operation in
brackets - considers it unrealizable for the prominent reason. The full
insolvency of this concept becoms visible in expressing of the Lorentz
transformations ounly with dimensions m for the meters of coordinates and s for
seconds of time, namely:
m'=(m–m.s/s)/b or m'=(m–m)/b
; s'=(s–m.m.s2/m2.s)/b or s'=(s–s)/b (3)
Videlicet
is not observed any interweaving of spatial and temporal dimensions and operation in the brackets is completely feasible.
After its performance is
obtained:
m'=m/b ; s'=s/b (4)
Results
(3), (4) throw
new light on the Lorentz transformations,
with curious implications
for the conclusions of the Special
theory.
