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QUANTITY OF ROTATION OF DYNAMIC SYSTEM SCALAR FIELD

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he Lorentz force at the angular velocity vector, which does not depend on the vector of linear velocities, is interpreted, by an analogy with the concept of momentum, as the amount of rotation in the Euler equations of the motion of an absolutely rigid body (product of mass by the angular velocity equal to the product of the point charge module by the magnetic field strength). In accordance with the introduced concept, the mass of hydrogen isotopes is interpreted as an integral measure of the degree to which the mass of hydrogen must be built up to describe the result of centrifugation with a displaced center of rota-tion, which gives a new physical interpretation to the concept of "spin". At the same time, "center of displacement of the scalar field" as a concept from analytic geometry, is given the physical meaning of the "separator of spatial charges". It is shown that the center of displacement is a physical (dynamic) analog of the result of the operation of harmonic division of the golden section.  

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