Authors: Randolf Rolff
This paper describes relativistic effects in the absolute, but 4-dimensional geometric space and with an absolute world time. According to the special relativity theory (SRT) matter moves continuously in the space-time-continuum, in case of zero kinetic energy along the time axis. This is illustrated clearly in the Epstein-diagram [Epstein, Lewis C. Relativitätstheorie anschaulich dargestellt. Basel: Birkhäuser Verlag, 1988]. Hence an absolute base point doesn’t exist. All movements are relative. In contrast to this motion, the theory of the 4-dimensional matter wave presented here postulates a particle (e.g. an electron) is as a real matter wave in a 4-dimensional and absolute space. In accordance to this theory matter is moving always as a wave with the speed of light. In case of zero kinetic energy this movement runs along the 4th geometric dimension. The resulting relativistic effects of movement in the space-time-continuum versus movement in the 4-dimensional space are nearly identical due to the similarity of these movements. However the theory of the 4-dimensional matter wave postulates a 4-dimensional and always Euclidean space. The result of this work is an alternative but still mathematically exact point of view of relativistic physics. In contrast to the SRT, it is not dominated by abstract, mathematical axioms. Typical difficulties for intuitive understanding of SRT like the inhomogeneity of the time-axis in comparison with the space-axes or the curved space are avoided in this theory.
Comments: 12 pages; German language – Deutsch: Theorie der 4-dimensionalen Materiewellen
[v1] 2015-05-29 14:09:19
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