Some notes on the concept of “strong” gravitation and possibilities of its experimental investigation

To the Issue of Reconciling Quantum Mechanics and General Relativity

“…With the help of the Kerr-Newman metric evaluation of the numerical values of K [8] can be obtained by the formula:…”

“…9. [16] The energy spectrum of the electron in its own gravitational field ( Figure 6) and the energy spectra of multielectron atoms (Figure 7,8) are such that there is a resonance of these spectra. As obvious, the consequence of such resonant interaction is appearance, including new lines, of electromagnetic transitions not associated with atomic transitions.…”

Quantum Gravitational Applications of Nuclear, Atomic and Astrophysical Phenomena

“…According to Roberto Onofrio [9], [10], weak interactions are peculiar manifestations of quantum gravity at the Fermi scale, and that the Fermi coupling constant is related to the Newtonian constant of gravitation. In his opinion, at atto-meter scale, Newtonian gravitational constant seems to reach a magnitude of in this context; one can see plenty of papers on 'strong gravity' in physics literature [12][13][14][15][16][17][18][19][20][21][22][23][24][25][26][27][28]. It may be noted that, till date, 'strong gravity' is a non-mainstream theoretical approach to Color confinement/particle confinement having both a cosmological scale and a particle scale gravity.…”

The Conception of Thermonuclear Reactor on the Principle of Gravitational Confinement of Dense High-temperature Plasma

“…A closed trajectory defined mathematically by wave function and set of quantum numbers with orbital momentum values among them corresponds to all the stationary states (beginning with the ground one). We return to estimation of the numerical value of K. Using Kerr-Newman metric (Newman et all, 1965) for estimation of the numerical value of K one can obtain the formula (Fisenko et all, 1990) ; Despite the fact that we used external metric and orbital momentum in deriving the formula (14), its use is legitimate for the orbital momentum of a particle in internal metric equal to the electron spin by an order of magnitude. The estimation of K from the formula (14) using the numerical values of the abovementioned arguments agrees with the estimation that stands in correspondence with numerical values of electron energy spectrum in proper gravitational field.…”