What question did this study set out to answer?

April 11, 2026Open Access

Spacetime Substantivalism XI: Restoration of the Physical Mechanism of the Lorentz Transformation — An Audit Model Based on Electromagnetic Load and the v²epsilon₀mu₀ Term (时空实体论 XI: 洛伦兹变换物理机制的还原 —— 基于电磁负载与 v²epsilon₀mu₀ 项的审计模型)

Key Points

The aim is to restore the physical mechanism of the Lorentz transformation by integrating electromagnetic parameters into dynamical equations.
Rewrite the Lorentz factor using electromagnetic parameters.
Use dynamical equations to analyze effects of electromagnetic load.
Derive the Full-Load Time Formula incorporating kinematic and gravitational loads.
Revealed that relativistic effects stem from physical responses to electromagnetic load, not geometric deformations.
Identified mass as static bandwidth seizure and black hole formation as system halt.
Established v^2epsilon_0mu_0 as the physical driver of time dilation.

Abstract

Abstract This paper provides a fundamental restoration of the physical mechanism behind the Lorentz transformation by integrating electromagnetic constitutive parameters into dynamical equations. We explicitly rewrite the Lorentz factor as gamma = 1 / sqrt (1 - v²epsilon₀mu₀), thereby reunifying Maxwellian electromagnetism with Einsteinian dynamics at the constitutive level. This re-expression reveals that relativistic effects are not geometric deformations of spacetime but physical responses to Electromagnetic Load. We demonstrate that the numerator "1" represents the total logical bandwidth of a spacetime lattice unit, while the term v²epsilon₀mu₀ represents the bandwidth pre-allocated to displacement. This leads to the derivation of the Full-Load Time Formula dt = dₜau / sqrt (1 - Rs/r - v²epsilon₀mu₀), which accounts for both kinematic and gravitational loads as competing demands on the same finite lattice bandwidth. We explicitly identify mass M as a static bandwidth seizure (existence debt) and black hole formation as a constitutive system halt (lattice fracture) rather than a geometric singularity. By identifying the v²epsilon₀mu₀ term as the physical driver of time dilation, we restore the Lorentz transformation from geometric mystery to accounting transparency. Keywords: Lorentz transformation; physical mechanism; electromagnetic load; spacetime lattice; bandwidth accounting; Full-Load Time Formula; CSSD Series 摘要本文通过将电磁本构参数整合进动力学方程, 实现了对洛伦兹变换物理机制的底层还原。我们将洛伦兹因子明确改写为 gamma = 1 / sqrt (1 - v²epsilon₀mu₀), 从而在本构层面统一了麦克斯韦电磁学与爱因斯坦动力学。这一重新表达揭示了相对论效应并非时空的几何变形, 而是对“电磁负载”的物理响应。我们证明, 分子“1”代表时空晶格单元的总逻辑带宽, 而项 v²epsilon₀mu₀ 则代表预分配给位移的带宽。由此推导出的“全载时间公式” dt = dₜau / sqrt (1 - Rs/r - v²epsilon₀mu₀), 将运动学负载与引力负载解释为对同一有限晶格带宽的竞争需求。我们明确指出, 质量 M 是一种静态带宽占用 (存在债), 而黑洞的形成则是本构系统的停机 (晶格断裂), 而非几何奇点。通过将 v²epsilon₀mu₀ 项识别为时间膨胀的物理驱动源, 我们将洛伦兹变换从几何神秘感还原为审计透明度。关键词: 洛伦兹变换;物理机制;电磁负载;时空晶格;带宽审计;全载时间公式;CSSD 系列

Key Points

Abstract

Cite This Study

Also Consider

Also Consider