Abstract—The traditional principle of solving the problem of obtained parameters gravitational field associated with of transformation parameters the electromagnetic field on the basis of Maxwell and Lorentz equations. The proposed non-traditional physical-mathematical principle is solving this task by using special physical quantities found by M. Planck in 1900: - Planck’s length o
p l , time o
p t and mass o
p m , the uniqueness of which is that they are obtained on the basis of 3 fundamental physical constants: the speed c of light in vacuum, the Planck’s circular constant and the gravitational constant G, which reduces them to the fundamentals of the Universe. However, it is not clear what real objects of the material world Planck's values can be related to, therefore, they are generally considered to be abstract values, therefore its not used in scientific studies. It is shown in the paper that replacing Planck’s circular constant by Planck’s constant h allows one to obtain new values of Planck’s length lp, time tp and mass mp that are really related to the parameters of the material world. Strict physical regularities were obtained for the based on intercommunication of 3-th fundamental physical constants c, h and G, that allow to single out wave characteristic νG from G which is identified with the frequency νG of oscillation wave gravitational field. On this base other wave and substance parameters were strictly defined and their numerical values obtained. The solution of given problems is substantiated by well-known physical laws and conformities and not contradiction to modern knowledge about of material world and the Universe on the whole. It is actual for development of physics and other branches of science and technique.
Index Terms—Fundamental physical constants, wave parameters of quantization field.
Valentyn Nastasenko is the with Kherson State Maritime Academia, Kherson Ukraine (e-mail: Nastasenko2004@ukr.net).
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Cite: Valentyn Nastasenko, "Physical-Mathematical Method Defined of Wave Parameters Gravitation Field," International Journal of Engineering and Technology vol. 11, no. 1, pp. 62-64, 2019.
