Metaphysics of Classical Space and Time
fiber space, the base layer, imaginary time (cyclic, invariant), cosmological time (evolutionary probabilistic), the time horizon, the inertial mass,
Abstract
In the article suggests the conclusion of classical space-time of the real physical laws discovered by Johannes Kepler in the analysis of long-term astronomical observations of Tycho Brahe. Rather than lay a priori given space-time at all the theoretical constructs are invited to rely on the real physical picture of the world, as set out in Metaphysics I. Kepler and will be further developed in the works of Isaac Newton, Albert Einstein and Arthur Eddington. The article argues that the agenda set by modern fundamental theoretical physics problem of withdrawal of the classical space-time representations of the concepts and laws of physics of the microscopic physics, first tried to constructively implement A. Eddington in his latest work Fundamental theory. The article deals with the boundary conditions for Einstein's general theory of relativity. Einstein's equations are invariant and are applicable only to describe the reversible processes in equilibrium systems. The fundamental error in Einstein's general relativity is to deny the existence of the interaction and the exchange of energy between the system and the environment (ether) and, consequently, a violation of the law of conservation of energy.
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References
Yu. Vladimirov (2015) Vladimirov Yu. S. The problem of deriving classical space-time from the laws of microscopic physics, journal Metaphysics. 2(16), 2015.
A. Eddincton (1946) Fundamental Theory - Cambridge.
S. Konstantinov (2016) Cosmic Medium, - Lambert Academic Publishing.
V. Groshev (2002) From gravity - through yadron, the Tunguska phenomenon, Chernobyl and pumps - up to lithospheric disasters.
Boldyreva B (2011) What does physics granting physical vacuum properties of superfluid ³He-B.
(1986) Physics of space.
Yu. Vladimirov (2012) Space and Time: Explicit and Hidden Dimensions.
G. Nicolaev (2003) Modern electrodynamics and reasons for its paradoxical nature. Prospects to make consistent electrodynamics. Theory, experiments, paradoxes.
Feynman R, Leighton R, Sands M (1977) The Feynman Lectures on Physics. 6.
Danos M. (1984) Aharonov-Bohm effect, quantum mechanics electrical transformer.
A. Efimov, A. Shpitalnaya (1980) "Note on the Solar System motion in relation to microwave radiation of the Universe". 9.
A. Yu, Yu Baurov, F. Sobolev, Meneguzzo (2015) Fundamental experiments on the detection of the anisotropy of physical space and their possible interpretation. 79(7).
V. Khoteyev (2004) The discussion about the universe.
I. Prigogine, I. Stengers, Time (1994) Time, Chaos, Quantum.
V. Rubakov (2014) Rubakov V. A. Energy is a dark matter, Scientific American.
L. Sapogin, Yu. Ryabov (2005) Unitary Quantum Theory and a New Source of Energy.
Bunge M. (2003) Philosophy of Physics.
V. Dyatlov (1998) Polarization model of heterogeneous physical vacuum.
S. Hawking Brief History of Time.
Einstein A (1936) Physik und realität. 221, 313-347.
K. van Vlaenderen, A. Waser (2001) Generalization of classical electrodynamics to admit a scalar field and longitudinal waves. 24, 609-628.
A. Rykov (2000) Fundamentals of the theory of ether.
(2014) The positrons in cosmic rays. 57(11).
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2016-10-12
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