Hybrid van der Waals Graphene–Hydrogel–Mass-Seed Resonator for Asymmetric Mechanical Response and Electromechanical Output — Provisional-Style Patent Proposal

This document publicly discloses a multilayer van der Waals heterostructure comprising graphene/hBN sheets with engineered mass inclusions (graphene micro-stacks, hydrogel droplets, and optional metallic seeds). When subjected to rigid translation or rotation at ordinary velocities (1–3 m/s), the device exhibits measurable non-centrosymmetric mechanical displacement of a low-friction platform and electromechanical output via capacitive/inductive coupling. All described behaviour arises from classical flexural-mode coupling and van der Waals-mediated interactions, requiring no quantum assumptions for operation — although the architecture remains compatible with future quantum-scale interpretations. This disclosure is formatted as a provisional-patent-style document and starts the 12-month U.S. priority period upon publication (23 November 2025). It is intended for subsequent filing as a U.S. Provisional or Utility Patent Application. Keywords van der Waals heterostructure, graphene resonator, hydrogel mass modulation, asymmetric mechanical response, electromechanical transducer, low-friction platform, provisional patent disclosure Companion and foundational work: Gravity Resonance (M.P.) Full repository links available on A9 Zenodo page: https://doi.org/10.5281/zenodo.18888582 _________________________________________________________________________________ A note on coherence and the scope of the A-series: Early papers (A1–A6) propose engineered systems — toroids, hydrogel rings, nanoparticle arrays — designed to bring a macroscopic body into a resonance condition. The coherence properties of these systems, particularly the DNA-origami hydrogel toroid in A2, are not fully characterized. Whether such a system exhibits quantum coherence in the strict sense, mechanical coherence, or some intermediate biological quantum coherence of the kind observed in photosynthetic complexes remains an open experimental question. What A2 proposes is precisely to test this — the experiment itself would shed light on the coherence question. De Broglie's original formulation applied the wave relation to the center of mass of any system, not only to coherent quantum beams — empirically supported by Sagnac interferometry and SQUID measurements of macroscopic rotating bodies. Papers A7, A8, and A9 operate on entirely different ground. They do not propose any engineered body or coherence condition. Instead, they derive the mass and geometric scale of vacuum granules already present in the universe — from the observed 1–5 Hz noise floor common to all precision instruments, from the Kerr metric applied to any rotating body, and from Compton wavelength reasoning. The question of coherence does not arise in A7–A9: we are not creating a resonance condition, we are detecting one that already exists, at scales of 22 metres to 22+ kilometres — within the reach of LIGO, Virgo, the Einstein Telescope, and tabletop rotating systems. The A-series as a whole move from engineering proposals toward geometric discovery. The later papers stand independently of any coherence assumption. ____________________________________________________________________________________