By assigning the elementary Planck units to the units of Newton’s Gravitational Constant (G), it resulted that G is actually a function of vacuum (zero point) energy (ZPE) and that it can be therefore manipulated. This paper cites and discusses some possible kinds of Gravity manipulation. ZPE appears to reduce gravity as it is inversely proportional to the gravitational force.
From Coulomb’s Constant, the “Planck charge” (qP) and the corresponding quantum vacuum (QV) lepton/photon ratio are calculated, the latter by dividing qP by the Planck mass. The QV-lepton/photon ratio is very different to the analogous baryon/photon ratio that is predicted by Standard Model, demonstrating that the QV and space-time are two different entities (e.g., that they have a different number of dimensions). A dimensional model for the QV that evolves from, and is supported by, the lepton/photon ratio is presented herein, together with emerging technologies.
By expressing natural constants in terms of Planck units, we found that the Universal Gravitation Constant is the inverse of vacuum density matter-equivalent and the square of Planck time, being the former equal to Planck mass divided by Planck volume. The corresponding new equation of gravitation presented here reveals that gravitation can be manipulated via vacuum energy. Additionally, from Coulomb’s constant, we can derive the “Planck charge” and the corresponding density of virtual vacuum particle pairs. A discussion of the ramifications of these findings is also presented.
Table of Contents
1. “G” as a Function of QV-ZPF Mass-Density Equivalent.
2. Demonstration that (5) is Correct.
3. Relationship between the ZPF Mass-Density Equivalent and ZPE Density Flow.
4. Gravity Control through Electromagnetism
Objectives and Topics
The primary objective of this work is to demonstrate that the gravitational constant (G) is a functional consequence of quantum vacuum energy density. By redefining G and gravitational interactions through Planck units and vacuum mass-density equivalents, the author explores the potential for gravity manipulation and the fundamental role of the quantum vacuum (QV) in space-time stability.
- Derivation of the gravitational constant (G) from zero-point energy (ZPE) density.
- Redefining gravity as a combined force of mass attraction and quantum vacuum repulsion.
- Exploration of gravitational inertia as a vacuum reaction effect.
- Analysis of gravity control mechanisms via electromagnetic manipulation of ZPE.
- Theoretical implications for particle-vacuum interaction and future interstellar navigation.
Excerpt from the Book
1. “G” as a Function of QV-ZPF Mass-Density Equivalent.
Newton’s law of gravitation: F = G (m1 m2) / d2, (1) contains the “natural” constant (G), with almost constant value of 6.673x10-11 m3kg-1s-2. By trying to reveal the meaning of units of G (m3kg-1s-2), we found that they can be best represented by the inverse of “mass-density” (kg/m3) multiplied by the inverse of “square time”. In this sense, G can be expressed by the following equation: G = 1 / (δ t2), (2) where: δ = mass-density (kg/m3), and: t = “a certain time” (s).
The following step was to assign concrete values to δ and t, in order to get the most exact value of G possible. Since G is a “universal constant”, the most likely is that both, δ and t, are themselves constants, so that a medium corresponding to these values had to be found, that is constant in space and time of the whole universe. The only medium that fulfills this condition results to be QV, since it is per definition the most universal medium possible. In addition, the value of δ had already been calculated by [5] as the “mass-density equivalent of the vacuum ZPE fields” (1097 kg/m3).
In this sense, finding t in equation (2): t = (1 / (δ G))1/2, (3) and substituting G and δ by their respective values (all values in MKS-metric system), we get: t = (1 / (1097 kg m-3 * 6.673x10-11 m3 kg-1 s-2))1/2 = 3.871x10-44 s, (4)
Summary of Chapters
1. “G” as a Function of QV-ZPF Mass-Density Equivalent.: This chapter establishes that the gravitational constant is a function of vacuum mass-density, providing a new mathematical expression based on Planck units.
2. Demonstration that (5) is Correct.: This section validates the proposed equation for G by comparing it with known physical constants and confirming their numerical consistency.
3. Relationship between the ZPF Mass-Density Equivalent and ZPE Density Flow.: This chapter connects the ZPE mass-density to the energy density flow, unifying these parameters as part of the quantum vacuum structure.
4. Gravity Control through Electromagnetism: This final chapter discusses the practical implications of the theory, suggesting that gravity can be manipulated by altering local vacuum energy density through electromagnetic fields.
Key Words
Gravitation, Gravitational constant, zero point energy, inertia, electrogravity, quantum vacuum, Planck units, mass-density, vacuum radiation, event horizon, Bose-Einstein condensation, superstring theory, virtual pairs, electromagnetism.
Frequently Asked Questions
What is the fundamental thesis of this research?
The research posits that the gravitational constant (G) is not an arbitrary natural constant but a functional result of quantum vacuum energy density, implying that gravity can be influenced by manipulating vacuum fluctuations.
What are the core thematic areas?
The paper focuses on the interplay between the quantum vacuum, the gravitational force, the nature of inertia, and the potential for technological applications such as gravity shielding and advanced propulsion.
What is the primary objective of the work?
The main objective is to provide a unified interpretation of gravitation and inertia as reaction forces originating from interactions between matter and the zero-point field (ZPF) of the quantum vacuum.
Which scientific methodology is employed?
The author uses a derivation method based on Planck units, analyzing dimensional consistency and substituting classical constant values with functions of quantum vacuum parameters.
What is treated in the main body of the paper?
The main body details the mathematical derivation of G as a QV function, explores inertia as a vacuum reaction to acceleration, and investigates experimental evidence (such as Podkletnov’s shielding experiments) to propose mechanisms for gravity control.
Which keywords define this work?
Key terms include Gravitation, Quantum Vacuum, Zero Point Energy, Inertia, Electrogravity, and Planck Units.
How does the author define inertia?
Inertia is interpreted as a reaction force generated by the quantum vacuum's resistance to the acceleration of charged matter constituents within the zero-point field.
What is the role of the 6-dimensional quantum vacuum in this model?
The author proposes that the quantum vacuum acts as a 6-dimensional space linked to our 4-dimensional space-time, allowing for phenomena like particle non-locality through communication between these spaces.
What does the author suggest about gravity manipulation?
By increasing the local concentration of vacuum radiation—potentially via spinning superconductors and electromagnetic fields—it may be possible to create a "gravity shielding" effect, effectively reducing local gravitational attraction.
- Quote paper
- Dr. Carlos Calvet (Author), 2003, Gravity Manipulation and its Binary Nature, Munich, GRIN Verlag, https://www.grin.com/document/39804
