View source for Hertz's Relativity: A Complimentary Theory to Einstein's SR

{{Infobox paper
| title = Hertz\'s Relativity:  A Complimentary Theory to Einstein\'s SR
| author = [[Constantin I Mocanu]]
| keywords = [[ESR]], [[Maxwell-Hertz electrodynamics]], [[Hertz's special relativity]]
| published = 1995
| journal = [[Galilean Electrodynamics]]
| volume = [[6]]
| number = [[1]]
| pages = 11-22
}}

==Abstract==

In this work, Maxwell-Hertz electrodynamics (MHE), valid for non-uniform motions as they occur in the physical reality and hold for the non-inertial reference frame of our laboratory but at small velocities only, is extended at relativistic velocities.&nbsp; The new theory, called Hertz's relativistic electrodynamics only, is completely independent and built-up in a completely different way as regards Einstein's special relativity (ESR). &nbsp;HRE, a coordinate-free formulation, does not need postulates, but confirms the constancy principle of speed of light in vacuum.&nbsp; All experiments of first and second order in <em>v<sup>2</sup>/c<sup>2</sup></em> are correctly interpreted.&nbsp; To this theory a Hertzian kinematics and dynamics are associated.&nbsp; HRE with its corresponding mechanics from Hertz's special relativity (HSR), as a complementary theory to ESR.&nbsp; According to the principle of complementary and neglecting the gravitational effects, the Extended Special Relativity (ExSR) is a double faced theory which becomes either ESR when the motion is inertial or HSR when the motion is non-inertial.&nbsp; The complementarity of both theories assumes that the two descriptions cannot be employed for the same motion, being mutually exclusive.&nbsp; Consequently, to every statement of one of the ExSR a complementary statement of the other ExSR corresponds.&nbsp; The completeness of ESR with HSR ensures an extended view over the relativity in our physical world.

[[Category:Scientific Paper|hertz 's relativity complimentary theory einstein 's sr]]

[[Category:Relativity|hertz 's relativity complimentary theory einstein 's sr]]