Theory and Simulation of Artificial Antigravity

Matsuki, Yoshio; Bidyuk, Petro I.

doi:10.1109/saic51296.2020.9239195

Cited by 3 publications

(13 citation statements)

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“…Figure 2 and Figure 3 show the input data that simulate the distortion of time and space, which we used also for the previous research [1,2]. In these figures, r is the distance from the center of the strong gravity; t is the time to travel for the distance; τ is the distorted time by the equation (31), which expands and shrinks depending on r and t; and, ρ is the distorted distance by the equation (32), which expands and shrinks depending on t and r. For the distorted time and space, two models are set: Case-1 (non-linear model) and Case-2 (linear model) as shown in Table 1, which assign the functions of f(r) of the equation (31) and g(r)…”

Section: Input Datamentioning

confidence: 99%

“…This research is an extended version of the work presented at the 2020 IEEE 2 nd International Conference on System Analysis_Intelligent Computing (SAIC) held in Kyiv, Ukraine, in October 2020 [1] as well as the consequently published paper [2] from the Advances in Science, Technology and Engineering Systems Journal in May 2021. These papers reported that a rotating object would produce anti-gravity, if it held a heavy mass that would distort time and space.…”

Section: Introductionmentioning

confidence: 99%

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Numeric Simulation on the Waves from Artificial Anti-gravity upon General Theory of Relativity

Matsuki¹,

Bidyuk²

2021

Adv. sci. technol. eng. syst. j.

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This paper reports the algorithm, the input data and the result of the numeric simulation on the flows of the waves emitted from a rotating object that forms the artificial anti-gravity. First, an object with a heavy mass is placed in the 4-dimensional time and space, which is described by a fundamental tensor. Then the first-order derivative of the tensor describes the gravity, and the second-order derivative describes the waves. If the gravity created by the heavy mass is strong enough, time and space become dependent on each other. The input data for the simulation are discrete numbers that surrogate the infinity of the 4-dimensional time-space. The object is assumed to rotate and the tensor equations are solved. Then the coefficients are calculated, which present physical properties of the waves. The result of the simulation shows that the rotating object emits the waves with positive and negative energy intensities, and they have the spin angular momentum that changes its spinning direction upon the selection of the rotation-speed of the object.

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Section: Input Datamentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%

Numeric Simulation on the Waves from Artificial Anti-gravity upon General Theory of Relativity

Matsuki¹,

Bidyuk²

2021

Adv. sci. technol. eng. syst. j.

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“…This paper (hereinafter the "extended paper") is an extension of the report presented at the 2020 IEEE 2nd International Conference on System Analysis_Intelligent Computing (SAIC) held in Kyiv, Ukraine, in October 2020 [1] (hereinafter the "conference paper"). The conference paper was a byproduct, on a sideline, of the other series of our research [2][3][4][5][6][7], which was aimed at finding the origin of the global climate change.…”

Section: Introductionmentioning

confidence: 99%

“…Then we made the numeric simulation [7] on the curved space, deriving the mathematical forms of the components of the Ricci tensor (1). The following equation is an example of the Ricci tensor in case of 0  ==,…”

Section: Introductionmentioning

confidence: 99%

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Numeric Simulation of Artificial Antigravity upon General Theory of Relativity

Matsuki¹,

Bidyuk²

2021

Adv. sci. technol. eng. syst. j.

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which reported the result of the numeric simulation on the artificial antigravity. This paper further describes the derivation of the idea of the artificial antigravity, and adds the simulation of angular momentum that is needed to describe the antigravity. Also, because the angular momentum is the perpendicular movement to a threedimensional curved surface in a four-dimensional space-time, this paper challenges the limit of applying the curvature tensor in quantum mechanics; while, current quantum mechanics has been established on the flat surface. The artificial rotation of a hypothetical object is simulated, in which the gravity is so strong that the time-space can be distorted. The spherical polar coordinate system is selected to describe the curvature of the space, and the curvature tensor is formulated. Then the tensor is multiplied by the Euler's rotation matrix to make the inner product for the gravitational energy and the outer cross-product for the angular momentum of the rotation. To simulate the distorted time-space, two cases are selected: the linear distortion and the non-linear distortion upon the distance from the center of the strong gravity; also, the speed of the rotation is set in two options: the slower and the faster. Then the equation of motion is set by the curvature tensor to calculate the coefficient of the gravitational energy on the surface of the sphere in the spherical polar coordinates, and to calculate the coefficient of the angular momentum in the perpendicular direction to the sphere. The result shows that the antigravity can be produced by rotating the object, and the angular momentum can show the opposite directions by the selection of the rotation speed.

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The proof of hypothesis regarding distortion of time and space using the nuclear fusion model

Matsuki

Bidyuk

2022

SRIT

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The study is dedicated to modern topic: the analysis of conditions that lead to distortion of the time and space coordinates which results from the general theory of relativity. The main goal of this research is to prove the hypothesis regarding distortion of time and space using nuclear fusion model. For this purpose the simulation instrument is used to imitate a moving proton that hits an electron of a hydrogen atom. The methodology of simulation is based upon calculation of the probabilities of elastic scattering and charge exchange of a proton with a target electron. The distortion is modeled by the functions that relate time and space logarithmically for distorted time and exponentially for distorted space. Such geometry construction is described by the Schrödinger equation using the electron wave function. Then the probability of charge exchange is calculated as the squared coefficient of this wave function in the negative side of the geometry that is divided by the sum of the squared coefficients of all the terms of the equation. Thus, the calculation result shows that the calculated probability of the charge exchange is high when the time and space are not distorted. However, when time and space are distorted it decreases, and the probability of elastic scattering is growing. The achieved result also indicates that the discrete energy levels of electrons in hydrogen atoms shift when the distortion of time and space occurs in the nuclear fusion.

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Theory and Simulation of Artificial Antigravity

Cited by 3 publications

References 1 publication

Numeric Simulation on the Waves from Artificial Anti-gravity upon General Theory of Relativity

Numeric Simulation on the Waves from Artificial Anti-gravity upon General Theory of Relativity

Numeric Simulation of Artificial Antigravity upon General Theory of Relativity

The proof of hypothesis regarding distortion of time and space using the nuclear fusion model

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