## Alexandre V. Boukalove-mail: boukalov@gmail.com ## The theoretical formulae for calculation of the gravitational constant and Planck units
The theoretical formulae for calculation of gravitational constant The value of the gravitational constant ^{-11}m^{3}·s^{-2}·kg^{-1}. (1)The theoretical formula, allowing the value G calculation with higher accuracy, until now was not known. We offer such formula.Let us consider the correlation ^{-12} m_{e}^{2}/m=α_{p}^{-12} m, (2)_{x}where α= e^{2}/c, m is Planck mass, _{pl}m is mass of electron, _{e}m is mass of proton, _{p}m=_{x}m_{e}^{2}/m=278.3eV. _{p}Proceeding from the CODATA data [1], α=7.297352533(27)·10 m=1836.1526675(39)kg, _{e}m=9.10938188(72)·10_{e}^{-31}kg we obtain m=2.1756858·10_{pl}^{-8} kg.According to CODATA, CODATA)=2.1767(16)·10^{-8}. The value, obtained by formula , is in a good agreement with CODATA.From formula and correlation (2) we obtain a formula From formula (2) it follows such values of the Planck units: ^{-8}kg,l=1.6168407(3)·10_{pl}^{-35}m, (5)t=5.3930999(1)·10_{pl}^{-44}s.CODATA gives such values: CODATA)=1.6160(12)·10^{-35}m,t(_{pl}CODATA)=5.3906(40)·10^{-44}s.From formula (2) it follows, that the Planck mass is only invariant mass (or rest mass) m_{0}, ε=_{pl}m·_{pl}c^{2}=m_{0}·c^{2}, if velocity of the Planck particle is ν=0. If v / c = β ≠ 0 then. (6) From ^{2}c^{4}=ε_{e}^{2} - p_{e}^{2}c^{2} it follows, (7) G=_{ε}G(1–β_{N}^{2}),, . (8) Then Then for =const, c=const.(12) . (13) The change of the values G, and with velocity entails the certain changes in theories, which are based on the gravitational constant and Plank values as well as on the theory of gravity, quantum cosmology and the theory of superstrings._{p}
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