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July 5, 20260 citationsOpen Access

A Fluid-Mechanical Interpretation of Gravitation

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SCSantosh Chandra

Key Points

  • The study aims to present a fluid-mechanical interpretation of gravitation and derive gravitational forces from fluid dynamics.
  • Developed a fluid-mechanical framework to model gravitational attraction.
  • Used Bernoulli’s principle and relativistic modifications to derive effective gravitational fields.
  • Conducted proxy comparisons with Event Horizon Telescope data for validation.
  • The model successfully recovers the inverse-square law with a calculable first correction for the two-body force.
  • The predictions match existing data while suggesting new insights on inner density profile and photon ring characteristics.
  • Unified local gravity and vacuum energy density using a single measured constant.

Abstract

This is a fluid-mechanical framework inwhich gravitational attraction emerges from the obstruction of a higher-dimensional flowingmedium. Using Bernoulli’s principle together with a relativistic modification of flow speed,we derive an effective gravitational field. Replacing the Newtonian gradient with the propergeneral-relativistic acceleration yields an updated density response whose gradient divergesat the Schwarzschild radius and exhibits a critical feature at the photon sphere.In the linear regime, the two-body force law is derived directly from the fluid pressuregradient, recovering the inverse-square law at leading order with a calculable first correction. Proxy comparisons with published Event Horizon Telescope data show that the modelis consistent with current observations while making distinctive predictions for the innerdensity profile, ring width, and photon ring flux. The framework unifies local gravity withthe observed vacuum energy density through a single measured constant.

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Cite This Study

Santosh Chandra (2026) studied this question.

synapsesocial.com/papers/6a49f547f5d1d45b28800405https://doi.org/10.5281/zenodo.21149319
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