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To the theory of a physical vector field in natural three-dimensional space for geometry of events Berwald-Moor 2010jhz | Zaripov R.G. // Institute of Mechanics and Engineering, Kazan Science Center, Russian Academy of Sciences, Kazan, Russia, zaripov@mail.knc.ru
The model of a physical vector field with density of scalar and vector sources in natural three-dimensional space for geometry of events Berwald-Moor are is considered. The density of an energy and its stream which depend on second derivative of components of a vector of strength are defined. Expression for the force working on a source of a field is deduced and the equations of motion of the charged particle are submitted. The question of waves of a field of "deformations"in vacuum is discussed.
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