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2020 | 141 | 48-65
Article title

Gravitational interactions of bodes from the point of view of different principles of equivalence

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EN
Abstracts
EN
The gravitational interactions of particles with positive, negative and imaginary masses are considered from the point of view of the Einstein Equivalence Principle (EEP) of inert and gravitational masses, as well as three other possible principles of equivalence based on the equality of the gravitational mass to the inertial mass module. Several interpretations of the imaginary movement are proposed. It is shown that, on the basis of EEP, particles with negative or imaginary negative mass will be scattered, but when they interact with particles of positive mass and with each other, “strings” (“dipoles” or “one-dimensional atoms”) and “multidimensional atoms” can form. On the basis of three other principles of equivalence, the formation of such objects is impossible. Negative masses in these variants form colonies, with acceleration moving away from ordinary positive matter.
Discipline
Year
Volume
141
Pages
48-65
Physical description
Contributors
  • Public Institute of Natural and Humanitarian Sciences, Chelyuskintsev Street, Pokrovsk. Sverdlovsk Region, 623795, Russia
References
  • [1] J.P. Terletsky. Masses propres positives, negatives et imaginaries. J. Phys. Radium 23(11) (1962) 910-920
  • [2] O.M. Bilaniuk, E.C.G. Sudarshan. Particles Beyond the Light Barrier. Physics Today 22 (1969) 43-51
  • [3] G. Feinberg. On the Possibility of Faster Than Light Particles. Phis. Rev. 159 (1967) 1089-1097
  • [4] H. Bondi. Negative Mass in General Relativity. Reviews of Modern Physics 29 (1957) 423-428
  • [5] B.G. Golovkin. New particle mechanics with negative mass. World Scientific News 126 (2019) 283-290.
  • [6] J.P. Terletsky. Negative Masses and the Universe. Experimentelle Technik der Physik 29 (1981) 331-332
  • [7] A.A. Sazanov. Four-dimensional model of the world according to Minkowski. M. URSS. 2017. 288 p. ISBN 978-5-382-01717-4
Document Type
article
Publication order reference
Identifiers
YADDA identifier
bwmeta1.element.psjd-2883dd96-b124-40a9-9c35-bac857e31204
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