Superluminal dynamics

To explore and explain superluminal effects, a definition for superluminal dynamics must be determined. After that, it is necessary to establish the main concepts of the theory of superluminal relativity (SLRT). 

Superluminal dynamics is the dynamics of particles in motion with v > c where c is the speed of light in vacuum. To establish the basic concepts of SLRT, it is necessary to introduce superluminal transformation. Superluminal transformation gives the relation between the magnitudes of the frame of reference where v < c only is possible, with the same magnitudes in the frame of reference where v > c is possible. Superluminal transformation correlates with Galilean and Lorentz transformations. 

One of the reasons for the studies on the dynamical Casimir effect was Schwinger s hypothesis [153-157] that this effect could explain the sonolumi-nescence phenomenon, specifically, the emission of bright short pulses of the visible light from the gas bubbles in the water, when the bubbles pulsate because of the pressure oscillations in a strong standing acoustic wave. (Several reviews and numerous references related to this effect are available, [121,326-328].) There are several publications [329-331], whose authors considered the models giving tremendous numbers of photons that could be produced even in the visible range as a result of the fast motion of the boundaries. However, analysis of these models shows that they are based on such laws of motion of the boundaries that imply the superluminal velocities, so they are not realistic. 

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See also in sourсe #XX -- [ ]

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