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Theory of Gravitational‐Inertial Field of Universe. IV. The Universe and the Microcosm
Author(s) -
Davtyan O. K.
Publication year - 1979
Publication title -
annalen der physik
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.009
H-Index - 68
eISSN - 1521-3889
pISSN - 0003-3804
DOI - 10.1002/andp.19794910309
Subject(s) - physics , universe , metric expansion of space , gravitation , hubble's law , mathematical physics , gravitational field , invariant mass , dark energy , astrophysics , cosmology , classical mechanics , quantum mechanics
On basis of principle of discreteness of the space and time the following relations are obtained Λ o M o c = 2πℏ, τ o E o = 2πℏ and c 2 = 2 GM o /Λ o giving the values of fundamental elements of length Λ o ≈ (ℏ G / c 3 ) 1/2 , mass M o ≈ (ℏ c / G ) 1/2 , time τ o ≈ (ℏ G / c 5 ) 1/2 and energy E o ≈ (ℏ c 5 / G ) 1/2 . The geon crown of any critical system and the crown of the Universe must have a thickness equal to the fundamental length Λ o = 2(πℏ G / c 3 ) 1/2 = 5.74. 10 −33 cm. Each critical system has its specific (most probable) quantum with an average invariant mass which in the case of the Universe is equal to (2π 2 ℏ H u / Gc ) 1/3 ≈ 300 m e where H u is Hubble's constant. There are all reasons to consider the universal virtual quanta of an invariant mass m u ≈ 300 m e as carriers of gravitational, electromagnetic and nuclear fields in the Universe.