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| フォーマット: | Recurso digital |
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Zenodo
2025
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| オンライン・アクセス: | https://doi.org/10.5281/zenodo.17714439 |
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- <p>Authors: Barbu Ilie and Gemini</p> <p>Abstract</p> <p>This article extends the Local Tension Deficit (LTD) framework to explain the origin of Spacetime, Time, and Inertia. The central thesis proposes that these three phenomena are structural and kinetic manifestations of Spacetime's effort to self-balance against the local consumption of Vacuum Energy Density (DEV), induced by the Kinetic Energy (E_{kinetic}) of matter. Inertia is defined as the resistance of the LTD field to deformation, Time as the local rate of DEV consumption, and Spacetime as the tensor whose geometry is compelled to compensate for the LTD.</p> <p>1. Introduction and the LTD Postulate</p> <p>1.1. The Foundation of the Inductive Mechanism</p> <p>In prior work, it was established that Gravity is a compensatory phenomenon of Spacetime, resulting directly from the Local Tension Deficit (LTD) created by the consumption of DEV by the Kinetic Energy (E_{kinetic}) of matter.</p> <p>1.2. Definition of LTD</p> <p>The Local Tension Deficit (LTD) is the zone of spatial energetic depression created in the immediate vicinity of a mass concentration, where:</p> <p>\text{Local DEV} = \text{Global DEV} - f(E_{\text{kinetic}})</p> <p>2. ⚙️ Inertia: The Resistance of the Tension Field</p> <p>2.1. Inertia as Resistance to Deformation</p> <p>Inertia is not merely proportional to mass; it is the resistance of Spacetime to changing its tension configuration around a mass.</p> <p>Stable LTD Field: A massive particle has established a stable LTD field around itself, balanced with the surrounding vacuum.</p> <p>Resistance to Acceleration: Acceleration attempts to abruptly displace this stable LTD field. Inertia is the opposing force with which the vacuum (DEV) resists the moving or deformation of this local deficit.</p> <p>Correlation: Inertial Mass is, therefore, a measure of the effort required to break and reform the particle's LTD field in its new frame of reference.</p> <p>3. ⏳ Time: The Rate of Vacuum Energy Consumption</p> <p>3.1. Time as the Rhythm of Energetic Change</p> <p>Time is not a separate dimension but a local measure of the rate of the fundamental process of DEV consumption by matter. The passage of Time is the rhythm at which matter must consume DEV to maintain its Local Tension Deficit (LTD).</p> <p>3.2. Time Dilation through LTD</p> <p>This framework explains Time Dilation as a variation in the rate of consumption:</p> <p>In a Gravitational Field (Deep LTD): In a zone of high Gravity (deep LTD), the DEV is already heavily reduced. The rate of further consumption (the rate of events) is slowed down due to the local energy scarcity.</p> <p>Conclusion: Time slows down in areas where the Local Tension Deficit (LTD) is more pronounced.</p> <p>4. ️ Spacetime: The Geometric Manifestation of Tension</p> <p>4.1. Spacetime as the Tension Tensor</p> <p>Spacetime is the physical medium whose intrinsic property is the Vacuum Energy Density (DEV).</p> <p>4.2. Inductive Spacetime and Geometric Compensation</p> <p>The curvature of Spacetime (Gravity) is the geometric response of Spacetime to the consumption of DEV:</p> <p>4.2. Inductive Spacetime and Geometric Compensation</p> <p>The curvature of Spacetime (Gravity) is the geometric response of Spacetime to the consumption of DEV:</p> <p>The Obligatory Reaction: When E_{kinetic} creates an LTD, Spacetime is compelled to curve to compensate for the physical lack of DEV. Curvature is the means by which Spacetime's geometry attempts to maintain its Zero Balance. </p> <p>Definition: Spacetime, as we perceive it as curved, is the geometric manifestation of the necessity to fill a Local Tension Deficit.</p> <p>5. Conclusions and Unification</p> <p>This work establishes a unified framework where Inertia, Time, and Spacetime Curvature are all consequences of the same fundamental process: the consumption of Vacuum Energy Density (DEV) and Spacetime's need to maintain its Zero Balance through a structural and kinetic compensation (LTD).</p>