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Refinement of law the world gravitation force for gravitational field of the universe
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Astrophysics & Aerospace Technology

ISSN: 2329-6542

Open Access

Refinement of law the world gravitation force for gravitational field of the universe


6th International Conference on Theoretical and Applied Physics

May 16-17, 2019 | Rome, Italy

Valentyn A Nastasenko

Kherson State Maritime Academy, Ukraine

Scientific Tracks Abstracts: J Astrophys Aerospace Technol

Abstract :

Currently, the force of gravitation is determined by the value FG of interaction between the two point bodies of mass m1, m2 (kg) which is located at a distance r (m) between them, according to the law of world gravitation, who discovered Newton. Currently the law for the force of the gravitational field is discovered. He was received on the basis of found parameters of the gravitational field waves: the frequency νG = 7.4??1042 Hz, wavelength λG = c/νG = 4.051249|432|??10-35 m (where c?? is speed of light in vacuum), energy of this wave EG = hνG (where h ?? is the Plank??s constant) and the mass equivalent of energy this wave mG = hνG/c2. In this case N = r/λG is the number of gravitational field wavelengths λG, which are placed on the vector of the distance r between the selected objects. The connected of basic and new forces (where G ?? gravitational constant) is the form (1): 1 2 1 1 1 1 2 1 2 2 2 2 2 2 2 G G G G ( ). G G G G F G m m G m Nh G m rh G m h Gh m c m N r r c r c rc c r r ν ν ν ν λ λ λ = = = = = ? = ? (1) from this dependence it follows that the force FG of action the gravitational field on an object of mass m1, within the framework of the law E = m1c2, it is energy function. However, the speed of light c can be obtained through the frequency νG and wavelength λG gravitational field within the framework of the dependence: c = λGνG. Based on the dependence c2, this allows you to select the acceleration of free fall gG of the universe, in the form of equality (2): 2 ( )2 ( 2 ) 51 ( ) 2 2.2184638 10 . G G G G G G G G c g m m s = λ ν = λ ν λ = λ = ??  ?λ   (2) Thus, the force FG of the gravitational field is reduced to the inertial force (3): 1 1 G ( ). G G G F m g m g N r N = λ = (3) Within the framework of law (3), in order to exclude a gravitational collapse, all objects of the material world in the universe should rotate relative to the centre of mass.

Biography :

Valentyn A Nastasenko is a Professor of Department of Transport Technologies of Kherson State Maritime Academy, Kherson, Ukraine. He is a candidate of technical sciences. The scope of his scientific interests includes quantum physics, gravitation theory and the foundations of the material world and the birth of the universe the author of more than 50 scientific papers in these fields.

E-mail: nasctasenko2004@ukr.net

 

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