Application of the Non-Local Physics in the Theory of Gravitational Waves and Big Bang

Boris V Alexeev

doi:10.4236/jmp.2013.47a1004

Abstract

The theory of gravitational waves in the frame of non-local quantum hydrodynamics (NLQH) is considered. From calculations follow that NLQH equations for “empty” space have the traveling wave solutions belonging in particular to the soliton class. The possible influence and reaction of the background microwave radiation is taken into account. These results lead to the principal correction of the inflation theory and serve as the explanation for the recent discovery of the universe’s cosmic microwave background anomalies. The simple analytical particular cases and numerical calculations are delivered. Proposal for astronomers—to find in the center domain of the hefty cold spot the smallest hot spot as the origin of the initial burst—Big Bang.

Highlights

More than ten years ago, the accelerated cosmological expansion was discovered in direct astronomical observations at distances of a few billion light years, almost at the edge of the observable Universe
From the other side dark matter is undetectable by emitted or scattered electromagnetic radiation. It means that new essences—dark matter, dark energy—were introduced in physics only with the aim to account for discrepancies between measurements of the mass of galaxies, clusters of galaxies and the entire universe made through dynamical and general relativistic means, measurements based on the mass of the visible “luminous” matter
2) Generalized Boltzmann physical kinetics leads to the strict approximation of non-local effects in space and time and in the local limit leads to parameter, which on the quantum level corresponds to the uncertainty principle “time-energy”

Summary

Introduction

More than ten years ago, the accelerated cosmological expansion was discovered in direct astronomical observations at distances of a few billion light years, almost at the edge of the observable Universe. This fact unavoidably leads to fluctuations in mass and in other hydrodynamic quantities Existence of such “Knudsen layers” is not connected with the choice of space nets and fully defined by the reduced description for ensemble of particles of finite diameters in the conceptual frame of open physically small volumes, —with the chosen method of measurement. This entire complex of effects defines non-local effects in space and time. 2) Generalized Boltzmann physical kinetics leads to the strict approximation of non-local effects in space and time and in the local limit leads to parameter , which on the quantum level corresponds to the uncertainty principle “time-energy”. The adiabatic theorem and consequences of this theory deliver the general quantization conditions for non-local quantum hydrodynamics

Generalized Quantum Hydrodynamic Equations

Results of Mathematical Modeling

Conclusions