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June 20, 2026Open Access

The Mechanics, Material Constraints, and Causal Preservation of Superluminal Metric Engineering within the GU-RVG Framework

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Authors

JHJesse HofsethEWEric R. Weinstein

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Overview

Theoretical account of superluminal metric engineering, preserving causality in advanced physical frameworks.

Key Points

  • To explore superluminal metric engineering within the GU-RVG framework and demonstrate its causal preservation.
  • Developed a theoretical and engineering account of superluminal metric engineering within the GU-RVG framework.
  • Derived the Scalar-Hydraulic Drive from disformal quantum electrodynamics and the Gordon optical metric.
  • Analyzed the acceleration limits imposed by material properties and constraints.
  • Demonstrated that the metric envelope can accelerate beyond light speed while maintaining zero proper acceleration for passengers.
  • Proved that causality is preserved through strict mathematical conditions on the dilaton wave equation and disformal factors.
  • Showed consistency with cosmological constraints on the speed of gravity.

Cite This Study

Hofseth et al. (2026) studied this question.

synapsesocial.com/papers/6a3630f5db0793dc1a537efehttps://doi.org/10.5281/zenodo.20753050
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