Mach’s Principle in the Atomic Formulation and the Classical Potential Vacuum

Lasukov, V. V.; Danilyuk, Elena; Il’kin, E. E.

doi:10.1007/s11182-014-0306-7

Cited by 3 publications

(2 citation statements)

References 21 publications

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“…In works [6,40,41], a new direction based on the existence of quantum solutions of the equations of classical physics is developed. On this basis, theoretical models of exotic atoms of Newton-Hook, Maxwell-Bagrov, Navier-Stokes, Kolmogorov-Burgers are constructed.…”

Section: Radiation Of a Compact Scalar Field Configurationmentioning

confidence: 99%

Violation of the Dominant Energy Condition in Geometrodynamics

Lasukov¹

2020

Symmetry

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It is shown that in Einstein’s theory and in the theory of gravity with Logunov constraints, there is a field-theoretical model of dark energy that is consistent with the observational data indicating that the Hubble value increases over time. In the developed model of dark energy, the isotropic energy dominant condition is violated. It solves the problem of the cosmological singularity and the singularity of “black holes”. The compact configuration of the scalar field can generate a flux of particles by the pairs of particles production mechanism from the vacuum by a field of barrier and in the process of transformation of thermal energy (Hawking radiation) and acceleration energy into radiation. The scalars can play the role of the so-called “black holes” with no singularity inside themselves.

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Section: Radiation Of a Compact Scalar Field Configurationmentioning

confidence: 99%

Violation of the Dominant Energy Condition in Geometrodynamics

Lasukov¹

2020

Symmetry

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“…[5][6][7] and [8][9][10]. Other useful references for the historical origin of Mach's principle and its relevance for modern-day physics include [11] and [12], while a (non-exhaustive) sample of recent articles inspired by Mach's principle includes [13][14][15][16][17][18][19], with several more related to Shape Dynamics (a "relational" reformulation of GR loosely inspired by Mach's principle, see e.g. [20] and references therein).…”

Section: Introductionmentioning

confidence: 99%

Emergent physics on Mach’s principle and the rotating vacuum

Jannes

Volovik

2015

Jetp Lett.

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Mach's principle applied to rotation can be correct if one takes into account the rotation of the quantum vacuum together with the Universe. Whether one can detect the rotation of the vacuum or not depends on its properties. If the vacuum is fully relativistic at all scales, Mach's principle should work and one cannot distinguish the rotation: in the rotating Universe+vacuum, the co-rotating bucket will have a flat surface (not concave). However, if there are "quantum gravity" effects which violate Lorentz invariance at high energy, then the rotation will become observable. This is demonstrated by analogy in condensed-matter systems, which consist of two subsystems: superfluid background (analog of vacuum) and "relativistic" excitations (analog of matter). For the low-energy (long-wavelength) observer the rotation of the vacuum is not observable. In the rotating frame, the "relativistic" quasiparticles feel the background as a Minkowski vacuum, i.e. they do not feel the rotation. Mach's idea of the relativity of rotational motion does indeed work for them. But rotation becomes observable by high-energy observers, who can see the quantum gravity effects.

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The Newton primordial atom in superspace-time

Lasukov

2016

Int. J. Geom. Methods Mod. Phys.

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Mach’s Principle in the Atomic Formulation and the Classical Potential Vacuum

Cited by 3 publications

References 21 publications

Violation of the Dominant Energy Condition in Geometrodynamics

Violation of the Dominant Energy Condition in Geometrodynamics

Emergent physics on Mach’s principle and the rotating vacuum

The Newton primordial atom in superspace-time

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