Electrogravidynamical model of UFO, tornado and tropical hurricane

TORNADO IS AN UNEXPLANED PHENOMENON according to Dr. MERKULOV, well-known in hydrodynamics.See below and ref.

Electrogravidynamical model of UFO, tornado and tropical hurricane
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by V.I.Merkulov
(Institute of Theoretical and Applied Physics of Siberian Branch of Russian Academy of Sciences)
e-mail: merkulov@itam.nsc.ru

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Introduction

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On the cover of the April 1998 issue of the Russian Academy of Sciences Journal Science in Russia, a key proposition for the following synopsis “a vacuum is not really empty” was published.
Although the journal is Russian, it doesn’t mean that this formulated declaration is not limited to just Russians. Rather, let us recall the ether model, which was in circulation in the last century and served as the physical basis for the compilation of the equations of electrodynamics – Maxwell’s equations. Later, in the 1930’s when the ether model was already rejected, European physicists, according to an account made by one of them, W. Weiskopf, were interested in the polarization of a vacuum subjected to an electric field, in the creation of particles and antiparticles from the vacuum [3].

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I.1. Electrogravitational dynamics of a vacuum domain
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To begin, a vacuum is some kind of polarized physical medium, which is characterized by distinct values of magnetic permeability and electrical permittivity, and also by the final speed of light associated with it. The electromagnetic processes in this medium are described by Maxwell’s equations. But how is a situation with the gravitational processes?
At the end of the last century, another English physicist, Oliver Heavyside, published a small dissertation work with the characteristic title “About the Electromagnetic and Gravitational Analogy” [4]. This was the first published research that laid the foundation for the general theory of electrogravitational dynamics. In line with the analogy of electric charge and electric field, in gravidynamics mass is regarded as a gravitational charge, which creates a gravitational field. In electrodynamical processes both an electric field and a magnetic field, without which oscillations are not possible, play a role. To complete the analogy for gravidynamics, we need to introduce some kind of new field. Any particle is characterized by four basic attributes: electric charge, mass, magnetic moment, and spin. Three well known fields, which are induced by particles, correspond to the first three basic characteristics. It is then natural to accept that the fourth field should be generated by spin, and therefore it was called by V.L.Dyatlov [11] the spin field. In this case the analogy for electromagnetic fields will lie in the existence of gravity-spin waves. The gravidynamic equations, being similar to electrodynamic equations, describe these oscillations.

When like electrical charges repel one another, during which their gravitational analog – mass – experiences attraction, the sign in the equations changes and imparts new qualities to the gravity-spin waves.

In the work of V. L. Dyatlov [5] it is shown that heat energy, more commonly referred to as low potential energy , is capable of being transformed into gravity-spin energy, and that energy, in turn, can changed into mechanical and electromagnetic energy, i.e., into high potential energy. Thus, in contrast from electromagnetic processes, gravity-spin waves are capable of lowering entropy.

The enumerated properties of gravity-spin waves would deserve a great deal of attention, if they carried any significant amount of energy in themselves. The American physicist O.D. Efimenko, who made an important contribution to electrogravitational dynamics, mentioned one such example in his monograph [6]. A ring, with a mass of 1kg and a radius of 1 m and which is oscillating with an amplitude of 1 rad and at a frequency of 1 Hz creates a gravitational wave with an amplitude of 1,2×10-36 m/s2 and a spin wave with an amplitude of 4×10-45 1/s, the power of the wave equaling 2,3×10-45 W.
In any polarized medium, including a physical vacuum, subjecting the medium to some sort of field cause an induction field to result. In electrodynamics, as in gravidynamics, it was always thought, that induction is determined by the corresponding field only. V. L. Dyatlov brought forth a hypothesis, according to which electrical and magnetic induction in any medium depends on not only the corresponding electrical and magnetic fields, but also on the gravitational and spin fields with their own permeability coefficients [1]. The reciprocal of this is that gravitational and spin induction is determined not only by gravitational and spin fields, but also by electrical and magnetic fields. As a result, cross-linkages arise between gravity-spin and electromagnetic waves.

As all experimental physics has shown, the coefficients of the cross-linkages for the processes in the accustomed homogeneous vacuum, if they exist at all, are so small that we cannot observe the linkages between the electromagnetic and gravity-spin processes. However, processes exist, in which these linkages appear to be strong. It is this explanation of such processes that we will soon discuss.

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I.2. Equations of electrogravitational dynamics and mechanics of continuous mediums

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