Abstract

The present work implements the idea that gravity is not a fundamental force and that the observed gravitational dynamics is the result of inertial motions within a Keplerian velocity field of the Higgs Quantum Space (HQS), giving mass and ruling the inertial motions of matter-energy. The Higgs theory introduces profound changes in the current view about the nature of empty space. It introduces the idea that a real quantum fluid medium, filling up the whole of space, gives mass to the elementary particles by the Higgs mechanism, an effect analogous to the Meissner effect, giving mass to the photons within superconductors. This HQS necessarily governs the inertial motion of matter-energy and is the locally ultimate reference for rest and for motions. The HQS materializes the local Lorentz frames (LFs), turning them into local proper LFs, intrinsically stationary with respect to the local moving HQS. This HQS also necessarily is responsible for the gravitational dynamics; because it is mass that creates the gravitational fields. The observed absence of the gravitational slowing of the GPS clocks by the solar field and the absence of light anisotropy with respect to the moving earth are both obvious signatures of the true physical mechanism of gravity. These observations demonstrate that the HQS is circulating round the sun and round earth according to Keplerian velocity fields (GM/r)1/2, closely consistent respectively with the planetary motions and the orbital motion of the Moon. In this Keplerian velocity field the planets are closely stationary with respect to the local HQS and carried by the moving HQS round the sun without the need of a central force field. The Keplerian velocity field of the HQS is the only possible imaginable mechanism able to give rise to the ingenious outside-inside centrifuge mechanism of gravity that creates a central field of centrifugal forces toward the gravitational center on all matter bodies not moving strictly along direct circular equatorial orbits. The Keplerian velocity field of the HQS is shown to appropriately create all the observed effects of the gravitational fields on matter, on light and on clocks.

Highlights

  • In his General Theory of Relativity (GR) [1] [2] Einstein has replaced the Newtonian gravitation by a completely new theory of gravitation, in which no gravitational forces are needed

  • The present work implements the idea that gravity is not a fundamental force and that the observed gravitational dynamics is the result of inertial motions within a Keplerian velocity field of the Higgs Quantum Space (HQS), giving mass and ruling the inertial motions of matter-energy

  • All clocks orbiting in circular equatorial orbits round an astronomical body, which normally is moving itself in a direct circular equatorial orbit round a larger body, are stationary with respect to the local HQS

Read more

Summary

Introduction

In his General Theory of Relativity (GR) [1] [2] Einstein has replaced the Newtonian gravitation by a completely new theory of gravitation, in which no gravitational forces are needed. In order to explain the observed gravitational dynamics, he assumed that the gravitational sources curve the geometry of the four-dimensional spacetime in their neighborhood and that, in this curved spacetime, the orbital motion of the matter bodies follows geodesic paths, governed by a generalized principle of inertia. According to this principle, the gravitational pull on earth is equivalent to an inertial pull and any locally non-accelerated body is a proper reference.

Actually Several Predictions of GR Discord from Observations
The Higgs Quantum Space and the Foundations of the Gravitational Physics
Einstein’s Theory of Relativity in the Scenario of the HQS Dynamics
The Gravitational Dynamics in the Solar System and on Earth
Symmetry of the HQS Dynamics Gravitation with Orbital Motions
The Excess Time Delay of Radar Signals in Round-Trips within the Solar System
The Gravitational Light Lensing Effect
Findings
Effects of the Earth’s Field
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call