[29] Vladimir Leonov. Deformation Vector D of
Quantum Density is the Basis of Quantum Gravity. viXra:1910.0591 submitted
on 2019-10-28.
Abstract.
The fact of unification the general theory of
relativity (GR) and quantum theory takes place in the theory of
Superunification. The Standard Model (SM) is an imperfect model of physics that
is incapable of unification with gravity. Physicists have been searching for a
new particle such as graviton, strings, Higgs
boson and others particles to create the Superunification for many
decades. But they could not do this. It was a
difficult task and I solved it. I made the theory of Superunification [1, 2]. Quanton
is a new four-dimensional particle of time and space which forms the basis of
the theory of Superunification. The quantum density of a medium is the
concentration of quantons in a unit volume of quantized space-time. The
deformation (Einstein's curvature) of quantized space-time is the basis of
gravity. The deformation vector D of
the quantum density of the medium determines the magnitude and direction of
gravitational forces. Gravity occurs when there is a gradient of the quantum
density of the medium inside the quantized space-time. The gradient of the quantum density of the medium
characterizes the strength of the gravitational field and is described by the
deformation vector D. This concerns
the creation of artificial gravity (antigravity) forces in the development of
non-reactive quantum engines for space. My company has created several types of
Leonov's quantum engines that have been successfully tested. The test results
of quantum engines were formalized in a protocol and published in scientific
journals [3, 4]. A quantum engine is more than 100 times efficient than a
liquid propellant rocket engine (LRE). This is the triumph of the theory of
Superunification.
Keywords: deformation
vector D, Einstein's curvature,
general theory of relativity (GR), Standard Model (SM), theory of Superunification,
quantum density, gradient of the quantum density,
Leonov's quantum engines.
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