Time Dilation in VEQF Mass as Resistance to Agitation, the Gravitational Environment, and the Mechanical Clock
This paper gives the Vacuum Energy Quanta Field (VEQF) account of the phenomenon conventionally called time dilation. The aim is not to reproduce the formulae of General Relativity; those formulae are recovered only at the end, as a consistency check. The purpose is to state what the phenomenon is, mechanically, inside the VEQF ontology. Three statements carry the account. First, mass is a number, not an entity: the real objects are topological configurations of the vacuum medium, and mass is the number m = Kf that quantifies how strongly such a configuration resists changes to its agitation state. Mass is neither a substance nor a reservoir of energy; it is the bookkeeping figure for resistance to agitation. Second, matter particles are topological assemblies—nucleons, atoms and molecules—that agitate across a hierarchy of internal frequency modes. Third, a clock is an atom or molecule that oscillates. Its tick is simply the completion rate of that internal oscillation. Time dilation is the change in this completion rate produced by the oscillator’s dynamic state: its position in the gravitational environment and its velocity through the medium. The gravitational environment itself is a profile of acceleration and bond tension generated by the distribution of matter, not a curvature of an abstract spacetime. From these elements the rate law f(r,v)/f₀ ≃ 1 − GM/(rc²) − v²/(2c²) follows as a direct consequence. The law is then compared with satellite timing and the GPS clock budget. Agreement is treated as a survival condition the ontology must meet, not as evidence that distinguishes VEQF from General Relativity. No new fundamental constants are introduced.
Authors
- Enver Torlakovic
Publication Details
- Journal
- Zenodo (CERN European Organization for Nuclear Research)
- Published
- 2026-11-03
- DOI
- https://doi.org/10.5281/zenodo.23912615
- Primary Topic
- Relativity and Gravitational Theory
- Type
- article
- Field-Weighted Citation Impact
- 0.00