Field source dependence (including electric charge) on its velocity. Different values of the Rydberg constant

Abstract

The purpose of this paper is to show the electric charge dependence on its velocity and to analyze the ionization energy of hydrogen atom. This paper gives the formula for the electric charge dependence on its velocity, as well as a general view of the field source dependence on its velocity: e = e₀ / √ 1- E t v / λ и S = ​​S₀ / √1- A_i v / const. For an electron the mechanical momentum (mv) and the electric momentum (eEt) are equal in an atom. For an electron the momentum of mechanical momentum (mvr) and the momentum of electrical momentum (eEtr) are equal in an atom. For an electron two components of kinetic energy (mechanical kinetic energy mv²/2 and electric kinetic energy eEtv/2) are equal in an atom. The ionization energy of the hydrogen atom is analyzed. The fulfillment of the virial theorem for the hydrogen atom is shown: the potential energy of the atom (≈ -86.6×10^-19 J) is equal to the doubled kinetic energy of the atom (≈ 43.2×2×10^-19 J) with the opposite sign. Different values of the Rydberg constant are calculated: R_g= m⁵16π²G /(8ch³) = 6.26×10^-79 m^-1 and R_e= λe⁵/(8ε₀²c³h³) = 1.06×10⁷ m^-1. A parallel study possibility justification of black holes and atomic nuclei is given.

Key words: the electric charge non-invariance, the ionization energy, the Rydberg constant, the analogy between black holes and atomic nuclei.