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The research aims to unify fluid dynamics under a quantum bit network framework through variational methods.

July 11, 2026Open Access

Deficit Variational Fluid Mechanics: Turbulence, Continuum Meta-Model and Singularity Phase Transitions (QBN Programme)

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The research aims to unify fluid dynamics under a quantum bit network framework through variational methods.
Developed parameter-free variational turbulence closure from microscopic particle networks.
Created a universal continuum meta-model for laminar and turbulent flows with Navier-Stokes separation.
Analyzed Navier-Stokes singularity predictions using Lyapunov attractor analysis and cross-scale penalties.
Established Kolmogorov scaling through variational turbulence closure without empirical tuning.
Unified treatment of gas/liquid flows achieved by separating kinematic and dissipative components.
Demonstrated global flow regularity, resolving singularity predictions in fluid dynamics.

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Randomized trial investigates turbulence and singularity transitions in fluid mechanics, indicating a unified theoretical framework.

Wengang Yu (2026) studied this question.

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