IMPROVING THE ACCURACY OF THE NUMERICAL VALUES OF THE ESTIMATES SOME FUNDAMENTAL PHYSICAL CONSTANTS

Abstract

At the 26th General Conference on Measures and Weights, it was decided to switch from natural standards in the international system of SI units to standards that are based on fundamental physical constants. This solution raises the requirement for the accuracy of the numerical values of the fundamental physical constants. A technique is proposed for improving the accuracy of numerical values of the estimates: of Planck's constant over 2pi, of gravitational constant, of electric charge, of Planck temperature, of Planck acceleration, of Planck force, of Planck energy, of electron mass, of proton mass, of neutron mass, of Rydberg constant times hc in J, of Rydberg constant times c in Hz, of von Klitzing constant, of constant Hartree energy, of Josephson constant based on their representation through Planck's constants: of length, of mass, of time. Increasing of the accuracy numerical values of Planck’s length’s and the Planck’s mass is based on the fractal similarity of the golden algebraic fractals of the main characteristics of the hypothetical Planck particle and muon. Also, to improve the accuracy of the numerical values of the fundamental physical constants, the following physical laws are applied: the ratio of the Bohr radius to the Compton electron wavelength over 2pi is equal to the fine structure constant. The moment of the mass of any elementary particle, defined through its Compton wavelength over 2pi, is equal to the moment of Planck’s mass. It is shown that the moments of the mass of all elementary particles, which are determined through their Compton wavelength over 2pi, are equal to each other. The fine structure constant can be determined through the Bohr radius and the Rydberg constant. A formula for the electric charge is proposed and justified as a function of the moment of mass of any elementary particle. The numerical estimates are refined: of the Planck current, of the Planck voltage, of the Planck impedance, of the Planck electric capacitance, of the Planck inductance, of the Planck magnetic induction. A determination technique and a numerical estimate of the total energy luminosity of a hypothetical Planck particle are given. A method for linking the main characteristics of a hypothetical Planck particle to the main characteristics of the muon is proposed and justified. Since most of the fundamental physical constants can be determined through Planck's constants: of the length, of the mass, of the time, then these fundamental constants are functionally dependent on the corresponding characteristics of the muon.