| Autor: |
David Froning, H., Meholic, Gregory V. |
| Předmět: |
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| Zdroj: |
AIP Conference Proceedings; 1/28/2010, Vol. 1208 Issue 1, p366-376, 11p, 1 Color Photograph, 13 Diagrams, 1 Chart |
| Abstrakt: |
This third of three papers explores the possibility of swift, stress-less system transitions between slower-than-light and faster-than-light speeds with negligible net expenditure of system energetics. The previous papers derived a realm of higher dimensionality than 4-D spacetime that enabled such unlabored motion; and showed that fields that could propel and guide systems on unlabored paths in the higher dimensional realm must be fields that have been conditioned to SU(2) (or higher) Lie group symmetry. This paper shows that the system’s surrounding vacuum dielectric [variant_greek_epsilon]μ, within the higher dimensional realm’s is a vector (not scalar) quantity with fixed magnitude [variant_greek_epsilon]0μ0 and changing direction within the realm with changing system speed. Thus, [variant_greek_epsilon]μ generated by the system’s EM field must remain tuned to vacuum [variant_greek_epsilon]0μ0 in both magnitude and direction during swift, unlabored system transitions between slower and faster than light speeds. As a result, the system’s changing path and speed is such that the magnitude of the higher dimensional realm’s [variant_greek_epsilon]0μ0 is not disturbed. And it is shown that a system’s flight trajectories associated with its swift, unlabored transitions between zero and infinite speed can be represented by curved paths traced-out within the higher dimensional realm. [ABSTRACT FROM AUTHOR] |
| Databáze: |
Complementary Index |
| Externí odkaz: |
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