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This research aims to prove the existence of finite-time singularities in fluid dynamics using a new theoretical model.

February 11, 2026Open Access

The Magneto-Atomic Disconnection Theory: A Discrete Field Approach to the Navier-Stokes Singularity

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This research aims to prove the existence of finite-time singularities in fluid dynamics using a new theoretical model.
Introduced the Magneto-Atomic Disconnection Theory to fluid dynamics.
Developed mathematical proofs using Heaviside and Dirac functions.
Presented simulations to verify the theory numerically.
Confirmed the 'blow-up' mechanism occurs at critical velocities.
Demonstrated kinetic energy turning into magnetic reconnection vortices prevents infinite energy accumulation.
Provided a deterministic explanation for turbulence and related singularities.

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Mathematical proof confirms the Mechanism of Turbulence in Fluids, suggesting a discrete model approach.

Ahmet Ünal (2026) studied this question.

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