Quantum Physics


Gravitational Waves. Wave Equations

Authors: Vladimir Leonov

This article was published like chapter 9 in the Leonov's book: Quantum Energetics. Volume 1. Theory of Superunification. Cambridge International Science Publishing, 2010, pp. 603-650. Waves in a cosmic vacuum can only form in an elastic medium that is a quantized space-time. This is a global electromagnetic field consisting of electromagnetic quantons whose concentration characterizes the quantum density of the medium. Electromagnetic waves are transverse waves of electromagnetic polarization of quantons and it does not lead to a change in the quantum density of the medium. Gravitational waves are longitudinal wave oscillations of a quantons inside quantized space-time and gravitational waves lead to changes in the density of the quantum medium, its compression and tension in the longitudinal direction. Such an understanding of the nature of gravitational waves allows us to create quantum generators of gravitational waves - grazers (Leonov’s patent). The fundamental problem is the experimental measurement of the speed of a gravitational wave in a vacuum. There is reason to believe that the elastic modulus of quantized space-time in the longitudinal direction is much larger than in the transverse direction. This means that the velocity of a longitudinal gravitational wave can be greater than the velocity of a transverse electromagnetic wave. It may turn out that the speed of the gravitational wave will depend on its frequency and amplitude. Only an experiment on measuring the speed of gravity can answer these questions.

Comments: 48 Pages, 13 Figures

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[v1] 2019-10-18 15:33:18

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