Abstract (MT)
The clarification of
Lorentz transformations in depth for the last time brings to light the bankruptcy of speculation
called four-dimensional space-time. In principle, the
transformations x'=(x-vt)/b ; t'=(t-vх/c2)/b – viewpoint К' (2) are nothing more than formal
equations. And then, like each
equation not represent nothing more than comparing the two opposing sides. Precisely finding the difference between these sides, in
this case this are the systems K and K', is a task and solution of the equations.
However, while in the usual equations (comparisons) the parties stand stationary in
equations (2) the one party (system K') moves to
the other (system K). Just at this feature hides the knot
for unraveling. It is clear that due to the relative movement of the systems, in the considered moment t
system K' is remote
right along the X axis of the distance OO'. But the kind of
the Lorentz transformations for this moment shows that they do not accurately reflect that fact. In particular, their structure (2) points
to the circumstance that they in practice return system
K' to the starting position O=O',
preserving all physical changes in it for a
reason the movement. In a word, from the expressions in
brackets of the Lorentz transformations
becomes visible the fact that they eliminate (exclude, liquidate) the displacement ОО' between the systems and as
meters, and as seconds, bringing in such a way system K' in the standard
stationary state towards system K.
