A Phenomenological Kinetic Model of Gravity: Pressure from Ultrahigh-Frequency Gravitational Waves with Matter Conversion and Shadow Interpretation

Title: A Phenomenological Kinetic Model of Gravity: Pressure from Ultrahigh-Frequency Gravitational Waves with Matter Conversion and Shadow Interpretation
Author: Aliaksei Papou
Date: January 2026
DOI: 10.5281/zenodo.18743077

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Abstract:

We explore a phenomenological model in which gravitational acceleration emerges from the pressure of an isotropic bath of ultrahigh-frequency gravitational waves (UHF-GWs). These waves are converted into matter inside planets via E = mc 2 , driving net mass inflow. Externally, this manifests as a shadow effect: reduced wave flux from the planet's interior direction, while full pressure from outside pushes objects toward the center. Using the proton as reference, we derive pressure, flux, and Earth's equivalent accretion rate (Ω ≈ 3.20 × 10 −16 s −1), numerically similar to alternative expanding-Earth values. An effective volume with r eff = (4/π)rcompt yields G ≈ 6.879 × 10 −11 m 3 kg −1 s −2 (3.1% above CODATA). Despite intriguing numerical alignments, the model conflicts with GW bounds, geodetic data, and lacks rigorous microphysics. It is presented as an exploratory toy model.

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Introduction

General relativity describes gravity as spacetimecurvature, but historical and alternative approacheshave sought mechanical explanations [3, 4]. Mo-tivated by kinetic/push theories and expanding-Earth hypotheses [1, 2], we propose that gravita-tional acceleration arises from pressure exerted by anisotropic bath of ultrahigh-frequency gravitationalwaves (UHF-GWs). These waves are converted intomatter inside celestial bodies via E = mc2, produc-ing net inward mass inflow. From an external view-point, this creates a shadow-like effect: wave fluxis reduced from the direction of the body (due toconversion/absorption), while full isotropic pressurefrom the opposite side pushes objects toward thecenter—yielding apparent attraction.We use the proton to compute micro-scale pres-sure and macro-scale accretion, then derive G viaan effective volume. This remains a phenomenolog-ical exploration with numerical coincidences, not afundamental theory.

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References

[1] V. F. Blinov, “Kinetic Gravity,” 2012.

[2] J. Maxlow, PhD dissertation, Curtin University,2001.

[3] G.-L. Le Sage, “Lucr`ece Newtonien,” 1784.

[4] M. R. Edwards (Ed.), “Pushing Gravity,” Apeiron,2002.