Authors: Valdir Monteiro dos Santos Godoi
Using the Lorentz Transformations between (x, y, z, t) and (X, Y, Z, T) and the fact that it is impossible to have clocks in a unique point (infinitesimal clocks), more exactly, the fact that time measured in a system does not depend on format, dimensions and internal mechanism of clocks and any periodical process adopted in measurement, it is proved the simultaneity of events E1, “Time measured at the stationary system (S) is t.” (Or “Clocks X1, X2, X3, …, Xn at rest at the stationary system indicate or set time t in this system”, i.e., no matter the position (x’, y, z) of measurement of time t in S, even to x’ <> x), and E2, “Time (or schedule, instant, time instant) measured at the moving system (S’), through a stationary clock at this system and at position (X, Y, Z), is given by T.”. Such simultaneity is related to the system considered stationary, of coordinates (x, y, z, t), as well as of the system considered in movement with respect to the first one, of coordinates (X, Y, Z, T). Of this simultaneity that is contained in the Lorentz Transformations of the time is easy to prove that is contradictory the definition of Synchronism of Clocks, used in the Special Relativity.
Comments: 5 Pages. English language.
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[v1] 2014-04-06 13:56:22
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