Jung Soo Kim

The Golden M0 Tensor Mechanics for 0-Point Equilibrium Operation: Universal Isomorphism and Regularization Blueprints for Fundamental Singularities on Quasi-Periodic 3-Torus Manifolds

This paper introduces the Golden M0 Tensor Mechanics, the second part of the Grand Unified Framework, which formalizes the macroscopic topological quantum jump and information preservation across a stratified multi-scale architecture. While Part 1 established the Topological Zero...

A Grand Unified Framework for Macroscopic Gravity-Fluid Dynamics and 0-Point Equilibrium Operation: Dissolution of 3D Navier-Stokes Singularities and Proof of Global Phase Transitions via Topological Trivialization

The manifestation of finite-time singularities and non-linear energy divergence in the three-dimensional Navier-Stokes equations represents one of the most profound unresolved challenges in classical fluid dynamics. This paper introduces a Grand Unified Framework that fundamental...

Integrated Research on Gravity and Fluid Dynamics: The Fundamental Framework, Non-linear Drag Suppression & Dimensional Homogeneity

This study presents H.U.G.G.E.R (Heuristic Universal Grid and Gravity Equilibrium Rendering Tensor) v1.2, advancing the macroscopic fluid dynamics framework introduced in previous iterations. While v1.1 resolved topological coordinate singularities and managed turbulent kinetic e...

A Grand Unified Framework for Macroscopic Gravity-Fluid Dynamics and 0-Point Equilibrium Operation: Dissolution of 3D Navier-Stokes Singularities and Proof of Global Phase Transitions via Topological Trivialization

The manifestation of finite-time singularities and non-linear energy divergence in the three-dimensional Navier-Stokes equations represents one of the most profound unresolved challenges in classical fluid dynamics. This paper introduces a Grand Unified Framework that fundamental...

Topological Zero Tensor: Topological Resolution of Navier-Stokes Fluid Singularities and Proof of 0-Point Equilibrium via Active Intake Axis

Over the past two centuries, the Navier-Stokes equations, which form the foundation of continuum mechanics, have exhibited an analytical limitation wherein the singularity blow-up of non-linear terms is inevitable under extreme turbulent stress conditions. This study proposes the...

Topological Zero Tensor: Topological Resolution of Navier-Stokes Fluid Singularities and Proof of 0-Point Equilibrium via Active Intake Axis

Over the past two centuries, the Navier-Stokes equations, which form the foundation of continuum mechanics, have exhibited an analytical limitation wherein the singularity blow-up of non-linear terms is inevitable under extreme turbulent stress conditions. This study proposes the...

Topological Zero Tensor: Topological Resolution of Navier-Stokes Fluid Singularities and Proof of 0-Point Equilibrium via Active Intake Axis

Over the past two centuries, the Navier-Stokes equations, which form the foundation of continuum mechanics, have exhibited an analytical limitation wherein the singularity blow-up of non-linear terms is inevitable under extreme turbulent stress conditions. This study proposes the...

Integrated Research on Gravity and Fluid Dynamics: The Fundamental Framework, Non-linear Drag Suppression & Dimensional Homogeneity

This study presents H.U.G.G.E.R (Heuristic Universal Grid and Gravity Equilibrium Rendering Tensor) v1.2, advancing the macroscopic fluid dynamics framework introduced in previous iterations. While v1.1 resolved topological coordinate singularities and managed turbulent kinetic e...

A Hydrodynamic Approach to Macroscopic Gravity: Thermodynamic Equilibrium via Viscous Dissipation and Quaternion Tensors

This paper presents a novel hydrodynamic framework for macroscopic gravity, bridging the gap between Einstein's tensor geometry and Navier-Stokes fluid dynamics. By modeling the gravitational field as a continuous flow of Vacuum Fluctuation Energy, a dimensionally calibrated quat...

A Hydrodynamic Approach to Macroscopic Gravity: Thermodynamic Equilibrium via Viscous Dissipation and Quaternion Tensors

This paper presents a novel hydrodynamic framework for macroscopic gravity, bridging the gap between Einstein's tensor geometry and Navier-Stokes fluid dynamics. By modeling the gravitational field as a continuous flow of Vacuum Fluctuation Energy, a dimensionally calibrated quat...

A Grand Unified Framework for Macroscopic Gravity-Fluid Dynamics and 0-Point Equilibrium Operation: Dissolution of 3D Navier-Stokes Singularities and Proof of Global Phase Transitions via Topological Trivialization

The manifestation of finite-time singularities and non-linear energy divergence in the three-dimensional Navier-Stokes equations represents one of the most profound unresolved challenges in classical fluid dynamics. This paper introduces a Grand Unified Framework that fundamental...

Topological Zero Tensor: Topological Resolution of Navier-Stokes Fluid Singularities and Proof of 0-Point Equilibrium via Active Intake Axis

Over the past two centuries, the Navier-Stokes equations, which form the foundation of continuum mechanics, have exhibited an analytical limitation wherein the singularity blow-up of non-linear terms is inevitable under extreme turbulent stress conditions. This study proposes the...

A Grand Unified Framework for Macroscopic Gravity-Fluid Dynamics and 0-Point Equilibrium Operation: Dissolution of 3D Navier-Stokes Singularities and Proof of Global Phase Transitions via Topological Trivialization

The manifestation of finite-time singularities and non-linear energy divergence in the three-dimensional Navier-Stokes equations represents one of the most profound unresolved challenges in classical fluid dynamics. This paper introduces a Grand Unified Framework that fundamental...

Integrated Research on Gravity and Fluid Dynamics: The Fundamental Framework, Non-linear Drag Suppression & Dimensional Homogeneity

This study presents H.U.G.G.E.R (Heuristic Universal Grid and Gravity Equilibrium Rendering Tensor) v1.2, advancing the macroscopic fluid dynamics framework introduced in previous iterations. While v1.1 resolved topological coordinate singularities and managed turbulent kinetic e...

A Hydrodynamic Approach to Macroscopic Gravity: Thermodynamic Equilibrium via Viscous Dissipation and Quaternion Tensors

This paper presents a novel hydrodynamic framework for macroscopic gravity, bridging the gap between Einstein's tensor geometry and Navier-Stokes fluid dynamics. By modeling the gravitational field as a continuous flow of Vacuum Fluctuation Energy, a dimensionally calibrated quat...

Integrated Research on Gravity and Fluid Dynamics: The Fundamental Framework, Non-linear Drag Suppression & Dimensional Homogeneity

This study presents H.U.G.G.E.R (Heuristic Universal Grid and Gravity Equilibrium Rendering Tensor) v1.2, advancing the macroscopic fluid dynamics framework introduced in previous iterations. While v1.1 resolved topological coordinate singularities and managed turbulent kinetic e...

A Hydrodynamic Approach to Macroscopic Gravity: Thermodynamic Equilibrium via Viscous Dissipation and Quaternion Tensors

This paper presents a novel hydrodynamic framework for macroscopic gravity, bridging the gap between Einstein's tensor geometry and Navier-Stokes fluid dynamics. By modeling the gravitational field as a continuous flow of Vacuum Fluctuation Energy, a dimensionally calibrated quat...

Integrated Research on Gravity and Fluid Dynamics: The Fundamental Framework, Non-linear Drag Suppression & Dimensional Homogeneity

This study presents H.U.G.G.E.R (Heuristic Universal Grid and Gravity Equilibrium Rendering Tensor) v1.2, advancing the macroscopic fluid dynamics framework introduced in previous iterations. While v1.1 resolved topological coordinate singularities and managed turbulent kinetic e...

Topological Zero Tensor: Topological Resolution of Navier-Stokes Fluid Singularities and Proof of 0-Point Equilibrium via Active Intake Axis

Over the past two centuries, the Navier-Stokes equations, which form the foundation of continuum mechanics, have exhibited an analytical limitation wherein the singularity blow-up of non-linear terms is inevitable under extreme turbulent stress conditions. This study proposes the...

Integrated Research on Gravity and Fluid Dynamics [Part 1, v1.1: The Fundamental Framework & Non-linear Drag Suppression]

This study presents H.U.G.G.E.R (Heuristic Universal Grid & Gravity Equilibrium Rendering Tensor) v1.1, a macroscopic fluid dynamics framework that addresses the exponential computational explosion and topological coordinate singularities inherent in standard Navier-Stokes-based...