Engineering Time: Temporal Anomalies as Sources of Artificial Gravity
Creators: name: Lemeshko, Andriy
Publisher: name: Zenodo
Year: 2025
Subjects: Engineering Time
Temporal Anomalies
Sources of Artificial GravityAbstract

description: Engineering Time: Temporal Anomalies as Sources of Artificial Gravity

AbstractThis paper presents a novel perspective on the nature of gravity, proposing that gravitational fields originate from temporal dynamics, specifically the interaction between the "arrow of time" and space-time curvature. By critically analyzing Einstein's theory of gravity and integrating experimental evidence, the research explores the theoretical and practical implications of creating artificial gravitational fields through localized time anomalies.

Introduction

The conventional concept of a "gravitational field" is reevaluated, emphasizing its dependence on space-time curvature rather than being an independent entity. While Einstein's theory elegantly portrays gravity as the result of large masses distorting space-time, its incompleteness is apparent. Here, the primary cause of gravitational force is reassigned to temporal dynamics—specifically the "arrow of time."

Energy and the Arrow of Time

Gravity is reinterpreted as a consequence of energy flow within the "arrow of time," the temporal progression from past to future. This unidirectional flow serves as the driving force of matter and, when interacting with space-time curvature, manifests as gravitational phenomena. The hypothesis suggests that temporal gradients—regions where the rate of time flow varies—are central to understanding gravity's nature.

Mechanics of Gravitational Force

Using the gradient of time (( \nabla T )) as a key parameter, gravitational force (( F_g )) is derived mathematically: [ F_g = m \cdot \nabla T \cdot \eta ] Where:

·        ( m ): Mass of the object,

·        ( \eta ): Coefficient reflecting temporal inertia. Further refinement incorporates space-time curvature (( R )) into the model: [ F_g = m \cdot (\alpha R + \beta \nabla T) ] Where:

·        ( \alpha, \beta ): Empirical coefficients determined experimentally,

·        ( R ): Spatial distortion.

Mathematical Model

Let's compare the classical mathematical framework for calculating gravitational force and the approach using time gradients.

1. Acceleration via Space-Time Curvature (General Relativity - GR)

Gravitational acceleration is determined by Newton’s equation:

[ g = \frac{GM}{R^2} ]

where:



( G = 6.674 \times 10^{-11} ) m³/kg·s² — gravitational constant,

( M = 5.972 \times 10^{24} ) kg — Earth's mass,

( R = 6.371 \times 10^{6} ) m — Earth's radius.


Substituting values:

[ g \approx 9.81 \text{ m/s}^2 ]

2. Acceleration via Time Gradient

In this model, local arrows of time create inertial forces:

[ F_{\text{inertia}} = \eta \cdot \nabla T ]

Since the time gradient is related to gravitational time dilation:

[ \nabla T \propto \frac{GM}{R^2} ]

Setting ( \eta = 1 ), we obtain:

[ F_{\text{inertia}} = 9.81 \text{ m/s}^2 ]

Conclusion:

Both methods yield the same acceleration, ( g \approx 9.81 ) m/s². While their interpretations differ—gravity via space-time curvature or energy redistribution in time flow—mathematically, they remain equivalent.

This equation holds for any planet, provided its mass and radius are used.

Creating Gravitational Fields

Localized time anomalies—regions with slower time progression—can be engineered to generate artificial gravitational forces. Experimental setups utilizing atomic clocks, gyroscopes, and energy sources like heated objects demonstrate the potential to create zones with measurable gravitational effects.

Experimental Evidence

Observations, including those by Kozyrev, provide empirical support for the theory. For instance, localized temporal distortions caused by hot water in a thermos resulted in measurable weight changes of nearby gyroscopes. Similarly, experiments on temperature-induced temporal anomalies show promising results for manipulating gravity via time.

Applications and Implications

Artificial gravitational fields hold transformative potential in energy generation, advanced propulsion systems, and aerospace engineering. By mastering the manipulation of time flow, humanity could overcome fundamental limitations of current technologies.

Conclusion

This paper redefines gravity as a temporal phenomenon, driven by the "arrow of time" interacting with space-time curvature. Further research into the creation and control of time anomalies promises breakthroughs in scientific understanding and technological innovation.

Reference



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Reimagining Gravity: Temporal Energy Dynamics and Artificial Fields https://samlib.ru/l/lemeshko_a_w/a2025.shtml