What question did this study set out to answer?

To propose a new model that corrects the Schwarzschild radius using dynamic suppression of the gravitational constant.

April 22, 2026Open Access

The Vortical Radius: Resolving Black Hole Singularities through Geometric Damping of the Gravitational Constant

Key Points

To propose a new model that corrects the Schwarzschild radius using dynamic suppression of the gravitational constant.
Introduced the Vortical Phase Transition model to describe gravitational effects.
Calculated the modified horizon radius based on lattice stiffness dynamics and gravitational coupling suppression.
Analyzed the implications of this new radius on black hole singularities and information recovery.
Established a Vortical Radius that is 50% more compact than classical predictions.
Demonstrated that effective coupling at the event horizon is suppressed by 50%.
Provided a finite density solution to the black hole information paradox, avoiding singularity issues.

Abstract

We propose a fundamental correction to the Schwarzschild radius by incorporating the dynamic suppression of the gravitational constant at the Planck density. Based on the Vortical Phase Transition model (Oh, 2026), we demonstrate that at the event horizon, the effective coupling undergoes a 50% suppression due to lattice stiffness saturation. This derivation yields a new horizon radius, which is exactly 50% more compact than the classical Schwarzschild prediction. This Vortical Radius replaces the mathematical singularity with a stable resonant state of finite Planckian density, providing a geometric resolution to the information paradox and infinite curvature divergence.

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Dong Hoon Oh

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The Vortical Radius: Resolving Black Hole Singularities through Geometric Damping of the Gravitational Constant

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Abstract

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