Authors: Vu B Ho
In this work we discuss the possibility to construct spacetime structures for electromagnetic and matter waves in which the universal speed in relativity plays a decisive role. Based on our recent works on physical interactions that are associated with the geometric and topological structures of the spatiotemporal manifold, we suggest that when the spatiotemporal manifold decomposes n-cells at each point on the manifold then it can be regarded as a fiber bundle where the base space is the spatiotemporal manifold and the fiber is the n-cells. We will discuss the case when the n-cells are n-spheres therefore the total spatiotemporal continuum will be regarded as an n-sphere bundle, in particular when n equals 6. We will show that the universal speed is the speed at which there is a conversion between the temporal and spatial submanifolds of the spatiotemporal manifold. Since in both Maxwell and Dirac fields there is a conversion between the temporal and spatial forms of matter and since temporal matter is assumed to be associated with the temporal submanifold of the spatiotemporal manifold and spatial matter with the spatial submanifold, therefore in order to describe the conversion of matter we need to formulate the corresponding conversion between the spatial and temporal submanifolds. As a result, the 6-sphere fibers form the required medium for the electromagnetic and matter waves. From the description of waves in terms of spacetime structures it is reasonable to state that both matter and electromagnetic waves are oscillations of the intrinsic geometric structures of the total spatiotemporal manifold.
Comments: 10 Pages.
[v1] 2018-07-24 18:54:44
Unique-IP document downloads: 24 times
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