Abstract (MT)
In the paper, I give quite
elementary solution to the Lorentz transformations based entirely on Newtonian
mechanics, whatever the contemporary physics considers impossible.
In
order to show that I will present the transformations for the exemplary case "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,
namely:
x'=(x–v.t)/b ; t'=(t–v.x/c2)/b – viewpoint К' (1)
Now in essentially... In expressions (1) x coordinate is nothing more than the distance which the
light signal travels in a system K for time t with speed с. That is, here will be
in force the classical connection
x/c=t. This logic not subject to contestation. Then dependencies (1) I can write in the following way (with the laying a=1-v/c):
x'=(x–v.х/с)/b or x'=x(1–v/с)/b or x'=x.а/b
t'=[t–(v/с).(x/c)]/b or t'=(t–v.t/c)/b or t'=t(1–v/c)/b or
t'=t.а/b
Only goodness knows deep in what incomprehensible mysteries
may be found inseparable intertwining of meters and seconds. Because in the
exposed objective reality obviously such precedent does not exist (in the nature not become miracles).
