a gravifrequency field equations system

abstract

In this work:

- a gravitational (gravifrequency) field equations system is theoretically obtained;

- the Pointing’s vector analogue is built for gravifrequency interactions;

- Poynting's theorem for gravidynamics is formulated;

- definition of the term "electric charge" is given;

- the Reynolds number analogue for electrodynamics was built;

- the equations generality of electrodynamics and gravidynamics is shown;

- an attempt was made to reveal the physical meaning of the quantities included to the gravitational (gravifrequency) field equations system;

- the action type is proposed for mass in the gravifrequency field;

- applying the obtained equations, an explanation is offered of Kozyrev N.A.'s experiments;

- it is shown that force lines of an angular velocity vector are closed, similar to the magnetic force lines;

- the some facts analyzing possibility of microworld (spin-spin and spin-orbit interactions, Pauli's prohibition principle) in terms of the frequency interactions is offered.

Key words: gravitational waves, gravifrequency field equations system, gravitomagnetic interaction, Poynting’s vector for gravidynamics, the Reynolds number analogue for

electrodynamics.