Antigravity in the Six Dimensional Space-Time

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Antigravity in the Six Dimensional Space-Time

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seyed kazem mousavi^*

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Advanced Engines Technologies

Submitted:

02 September 2023

Posted:

07 September 2023

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Abstract

This paper presents a method for producing a gravity field through an electromagnetic field. The electromagnetic field can produce a positive or negative gravity field. The relationship between gravity force and electromagnetic is unknown. Former studies by theoretical physics predict the relationship between these two forces. Based on the general balance theory in six dimensions of space and time, the electromagnetic field was studied from this viewpoint. Three-dimensional waves oscillate in the fourth dimension and electromagnetic waves distort space-time. Aggregating these distortions can behave like a positive or negative gravity field. Consequently, the production of energy is possible from gravitational fields.

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Subject: Physical Sciences - Applied Physics

1. Introduction

Fundamental forces of nature are in relation to each other. The relationship between these forces is a great problem for uniting quantum mechanics and general relativity. Many theories have been expressed for uniting these forces. [1] [2] [3] [4] [5] Electromagnetic force is very similar to gravity force. [6]

Two kinds of mass exist. The mass that results from object motion in the time dimension is called ‘gravity mass’ and the mass that results from object motion in the space dimension is called ‘relativistic mass’. [7] All the objects have “spin” in space and time. [7] On this basis, the electromagnetic field establishes a direct relationship with the gravity field and object density. As gravity forces curved space–time, also electromagnetic waves can curve space-time as well. [8]

2. The Waves

A one-dimensional object oscillates in two- dimensional space. A two -dimensional plane oscillates in three-dimensional space. Therefore, a three-dimensional sphere requires a four-dimensional space for oscillation. Figure 1

Material waves (de Broglie waves) are interpretable in six-dimensional space -time, and even if the object does not have movement, it has a wavelength. The wavelength of an object has a relationship with the object's density. (2.1) Figure 2

Electromagnetic waves are so too. time axes in six-dimensional space-time are two perpendicular axes. magnetic field and electric field are the two reasons for the existence of these two axes. The electric field is created from the compression of the density field in one time dimension and the magnetic field is created from the compression of the density field in another time dimension. Whereas, the gravity field curves both time dimensions. Figure 3. Thus, Electromagnetic is not able to make an effect on the gravity field. Maxwell equations express this model explicitly. (2.2)

\nabla . B = 0, \nabla . E = 0,, \nabla \times E = - \frac{\partial B}{\partial t}, \nabla \times B = - \frac{\partial E}{\partial t} \frac{1}{c^{2}}

(2.2)

The reason for the rotation of an object during the time around the density axis is the creation of eccentricity in the two dimensions of time. Matter in space and time creates heterogeneity, and this heterogeneity creates stress in the matter. The electrical charge of particles is related to the spin phase of particle density, It also Depends on the spin phase of constituent particles in the time dimensional.

If the electromagnetic field rotates in a direction contrary to the rotation of the object density field around the two time axes, it can create a positive gravity field. On this basis, it shall be considered that in order to produce a positive gravity field, how much is the density radius in time, and how much is the frequency proportion for each time of complete rotation in the two time axes. At first, density shall be expressed in the length form in space and time. This length is equal to the object field radius in the time dimension. (2.3). Figure 4.

{∆ x}^{2} + {∆ t}^{2} = c^{2}, c = λ ν, ν = \frac{c m}{h}, \frac{c 2 π^{2} r^{3}}{m} = {∆ \overset{´}{t}}^{2}, \frac{m c}{V} = c ρ \Rightarrow c^{2} ρ V = m c^{2} = h ν n c ρ = r_{x}, \frac{c}{ρ} = r_{t}, {∆ t}^{2} = {∆ \overset{´}{t}}^{2} + {∆ t}^{2} - {∆ τ}^{2}

(2.3)

The electromagnetic field creates distortion in space-time. The cause for this distortion is the rotating of the density field. Figure 5

3. Antigravity motor

The behavior of electromagnetic waves in electromagnetic fields differs depending on the wave's phase. electromagnetic field is can product using electromagnetic waves. A rotating electromagnetic field in a static electromagnetic field can produce positive or negative curvature in space-time.

Superconductors can be fruitful in this case. According to Figure 6, L1 resists current spike pulse passage. Due to the existence of a magnetic nucleus inside the inductor, the inductance of the inductor decreases. As a result, the first inductor produces a powerful electrical field, and the second inductor produces a magnetic field. In this manner, other inductors also perform this work. The second current pulse is contrary to the first pulse. In this manner, due to passing time based on the field spin of mass in two dimensions of six-dimensional space-time, a positive or negative gravity field can be produced. Figure 6 (3/1)

Based on changing the matter state in the density field of six-dimensional space-time, an anti-gravity field can be calculated for a specific mass based on the object's density.

4. Producing energy from the gravity field

Electromagnetic force can be produced by rotation of the object in six-dimensional space-time. The desired ring inductor shall be designed on the basis of gravity field spin which depends on the object density. Two ring inductors with opposite structures and perpendicular to each other can produce an electrical Regular pulse current flow from the gravity field. A superconductor coil in an electromagnetic field can convert change the resulting changes from the spin of the gravity field to an electrical current.

5. Result

On the basis of this test, a deep relationship between electromagnetic force and gravity can be found. Meanwhile, this test was designed to prove six-dimensional space-time theory. In case of its positive outcome, energy can be produced from the gravity field. Manufacturing a Warp anti-gravity motor is an important consequence of this test. Some problems such as very exact calculations, and the application of superconductors, for making special magnetic fields are small obstacles against the obtained results. The success of this design can pave the way for producing matter and anti-matter from empty space.

Acknowledgements

The author expresses gratitude to God, and Dr.M.T and Dr.Lh.R and E.t.S.Sattar their professors for their helpful discussions and valuable comme.

References

Brandenburg, J. E. (1995). A model cosmology based on gravity-electromagnetism unification. Astrophysics and Space Science, 227, 133-144.
Mund, S. (2023). Unification of Gravity (Variational Interaction) and Electromagnetism (Flow Generated Interaction) in Universal Mechanics. Bulletin of the American Physical Society.
Javadi, H. (2023). A conceptual model of how the physical universe works.
Pellis, S. (2022). Dimensionless Unification of the Fundamental Interactions. Available at SSRN 4201780.
Berbente, C., Berbente, S., & Brebenel, M. (2022). A Possible Way to Unify Four Types of Interactions: Gravitational, Electromagnetic, Nuclear and Electroweak Interactions by using a Hydrodynamic Analogy. INCAS Bulletin, 14(2), 3-10.
Kanareykin, A. (2023). On the similarity of electromagnetic and gravitational fields. In E3S Web of Conferences (Vol. 389, p. 02006). EDP Sciences.
Mousavi, S. K. The balance In the six dimensions of space-time description of quantum mechanics phenomena and nature of time. Journal of Physics: Theories and Applications, 7(1).
Mousavi, S.K. The General Balance in the Six Dimensional of Space-Time. Preprints 2023, 2023081112. [CrossRef]

Figure 1. A one-dimensional line oscillates in two-dimensional space. And a two-dimensional plane oscillates in three-dimensional space.

Figure 2. The density of the object is like a length’ in time dimension that is rotating around the object field. Each mass has a wavelength with passing time. Meanwhile, it has a wave function as well. By increasing the object's speed in space, its density in space-time, the field radius, and its wavelength also change.

Figure 3. The electromagnetic field and the electric field both depend on the passage of time. While the gravitational field is the curvature of space-time. And time passes more slowly in the gravitational field.magnetic field curving one axis of time and the electric field curving another axis of time.

Figure 4. The density of a length in space-time. The radius for the density of an object field is equal to the density radius. The field density changes over time in a rotating form.

Figure 5. Electromagnetic waves create distortion in space and time. An electromagnetic field is a folded space with no change.

Figure 6. The magnetic nucleus of inductors causes to reduction and increase in inductance of the inductors; as a result, a pulse current can create both an electric field and a magnetic field.

Figure 7. The changes in the gravity field produce the electromagnetic field in the time dimension. Two superconductors Hexagon inductors perpendicular to each other having magnetic nuclei can produce electrical current from a gravity field.

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© 2023 by the authors. Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (http://creativecommons.org/licenses/by/4.0/).

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Antigravity in the Six Dimensional Space-Time

Abstract

1. Introduction

2. The Waves

3. Antigravity motor

4. Producing energy from the gravity field

5. Result

Acknowledgements

References

MDPI Initiatives

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