Abstract

The Universal Law of Gravity is formulated as: (1), where represents the force of gravity between two masses, and represents the distance between the centers of gravity of these masses, and (2). Other values are [F] N (Newton); [M] and [m] KG (Kilograms), and [R] M (Meters). Let us rewrite Eq. (1) as: (3), where represents a vector, measured in , which can be interpreted as consumption acceleration rate. What kind of consumption in this?; We believe this is the neutrino consumption, as vacuum is filled with neutrinos. If there is body with mass on neutrinos flow path, neutrinos pass through this body, as their penetration capability is enormous, however, the speed of neutrino flow is increasing. This process resembles the process of fish being drawn into fishing net. Hence, if neutrinos are removed from vacuum (and we do not know how to do this), vacuum will not have any gravity. Possibly, we are talking about all kinds of neutrinos ? electronic and mesonic. Thus, the gravitational constant is the acceleration rate of neutrino flow when it passes through a body with a mass of 1 kilogram. We can also presume that the speed of neutrinos inside this body will exceed the speed of light. This is comparable to the increased liquid flow rate in a narrowed river bed in comparison to a free riverbed. And, as the speed of neutrinos inside the body will exceed the speed of light in the body, the body might glow due to the Vavilov-Cherenkov effect.

Additional considerations.

Let us consider water typhoons, cyclones and anticyclones in the air, and spiral galaxies. If we ignore the difference in scale of the above phenomena, it can be said that they are very alike. It this a coincidence? Let us talk about the sizes of the above phenomena. Cyclones and anti cyclones in the air differ from typhoons in the ocean in their linear dimensions approximately 10 fold. Linear dimensions of typhoons are measured in hundreds of kilometers, and linear dimensions of cyclones or anticyclones in the air are measured in thousands of kilometers. At the same time, water density is approximately 1000 times higher than air density. Cube root of 1000 is 10. Linear dimensions of spiral galaxies fluctuate at meters, i.e. linear dimensions of spiral galaxies on average are times bigger than linear dimensions of typhoons in the water. Thus, we can presume that the speed of neutrino flow istimes less than water density. According to a number of authors (E.Y. Vilkoviski, Marks, Salai, and others) the neutrino number in 1 is . Hence we can determine neutrino mass to be at , which is very close to the data published in 1980 by V.A. Lubimov, E.F. Tretiakov and others. According to the data obtained through their experiments the neutrino rest mass is grams. The considerations discussed above can be viewed as preliminary estimations that lead to conclusion that spiral galaxy is a stationary cyclone in neutrino ocean, which, according to many researchers, is the most probable carrier of the so-called hidden mass in the Universe. There is one more indirect consideration. According to the Estonian astophysicist Einasto and others, the large-scale structure of Universe reminds of honeycombs. Additionally, the galaxies are located only on the faces of the honeycombs, the linear size of which is approximately 200 megaparsec or meters. It is still unclear if such cells exist in non-viscous liquid. Using a far from accurate method of analogy we can presume that the size of such cell for fresh water should be approximately 150000 km. There are no such on the Earth. For air or gas media the linear size of such cell is 1.5 ? 2 millions of kilometers, and similar cells are discovered in the stars atmospheres and on the Sun. Based on that, we can once again determine the rest mass of neutrino, which will be close to the determined above values.