Relativity and Cosmology

   

Time as Motion Phenomenon Physics Laws do not Apply to Inertial Systems

Authors: Michael Tzoumpas

In the unified theory of dynamic space the quantum time is identical to the elementary motion, traveled by electrically opposite elementary units (in short units) in the interval (click-shift) of the quantum dipole length at the speed of light. The quantum time in the units region is the Natural time, that replaced the conventional time, i.e. the second. Nature understands time, as a crowd of moving units, as a length traveled with click-shifts and as a volume occupied by the units. Therefore, time is reflected in the structures of space by the number of their units. However, motion is a form of space deformation, created by force that is reduced from the dynamic space as motion force, which is accumulated on the spherical zone of the particle, due to the difference of cohesive pressure in front of and behind it. This accumulation is made by force talantonion (oscillator) per quantum time in the formations region as quantum force, causing harmonic change to the difference of cohesive pressure in proximal space of the particle as a motion wave (wave-like form), the so-called de Broglie's wave- particle. The Physical meaning of Planck's constant is interpreted as the product of three Nature's entities, namely the force talantonion (which is the foundation of motion), the quantum dipole length and the quantum time in the formations region. The "relative" mass has now been proved and the proof is not based on the second postulate of relativity. So, the particle mass does not in fact increase, when it moves, but only the final force (of gravity and motion), which causes the new dynamics of particle motion, increases. This new dynamics appears as a tension of space, which is maintained in a different way for each uniform motion, resulting the change of the Physics Laws in different inertial systems.

Comments: 10 Pages.

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Submission history

[v1] 2018-02-26 04:30:34
[v2] 2018-03-03 02:12:12
[v3] 2018-05-29 04:09:52
[v4] 2018-08-25 11:36:00

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