The existing systems of classical mechanics, relativity and quantum field theory have prominent theoretical defects in extreme high-energy scenarios including near-light-speed motion, ultra-high density, strong gravitational field, ultra-high temperature and Planck energy level, accompanied by physical difficulties such as numerical divergence, spacetime singularities, equation-of-state deviation and disconnection of high-energy physical laws. Based on the core axiom of global angular momentum vector zero-conservation proposed in reference 8 and the theoretical achievements in reference 9, this paper constructs a complete multi-order high-order correction system for angular momentum in extreme high-energy regimes with medium topological deformation, circulation compression, field self-coupling and quantum discretization as core physical mechanisms. Five major correction models are established successively, including high-speed relativistic topological correction, density compression correction of dense matter, quantum limit correction at Planck scale, nonlinear gradient correction in strong gravitational field and thermal perturbation dissipation correction at high temperature. The high-energy correction equation of generalized medium flow, high-energy distortion formula of particle mass and high-energy evolution formula of four fundamental interaction coupling constants are derived. By restricting the minimum quantum unit of angular momentum, this system thoroughly eliminates spacetime singularities and ultraviolet divergence, and realizes the self-consistent unification of physical laws covering low-speed low-energy macroscopic scenes, Planck quantum limit, black hole horizon and early cosmic evolution. It fills the theoretical gaps of modern fundamental physics under extreme conditions, and provides solid theoretical support for frontier researches such as high-energy particle physics, compact astrophysics, cosmic evolution and vacuum energy application.
Chengbin Song (Sat,) studied this question.