Geometric Interior of Black Holes: Singularity Resolution via 4th-Generation Particle Quantization and Non-Equilibrium Crystalline Cores

This paper presents a definitive resolution to the black hole sin- gularity problem by introducing a phase-transition model based on the non-equilibrium unified theory. We demonstrate that the interior of a black hole is not a mathematical singularity but a “Crystalline Core” composed of 4th-generation independent particles (m4 ≈ 10 TeV). These particles exhibit extreme magnetic moments and non- equilibrium repulsive forces that halt gravitational collapse at the mini- mal surface distance √ 3lp. We derive a universal geometric equilibrium constant h/f = 1+√ 2 ≈ 2.414, defining the lattice pitch of the internal structure. Furthermore, we propose that black hole mass is quantized as M = n · m4, and conclude that while the 4th generation forms the final stable state of baryonic matter, a 5th generation is geometrically forbidden by spatial field collapse.