Structural Stabilization and Mass-Inertial Asymmetry in Discrete Hexagonal Lattice Frameworks

Repository Index: Zenodo Pre-Print / Master Equation Sub-Routine Classification: Technical Physical-Mathematical Framework Abstract This paper presents a formal mathematical and structural evaluation of discrete hexagonal lattice dynamics operating under high-energy injection thresholds. By integrating localized modular invariants (\text{Mod } 9), periodic stabilization cadences, and multi-stage damping coefficients (\alpha = 819, \beta = 984), we demonstrate a rigorous mechanism for preventing thermal runaway while inducing stable mass-inertial asymmetry. The theoretical framework unifies macroscopic electro-kinetic phenomena with microscopic lattice topology, establishing precise operational parameters for coordinate locking, fluidic leaky dielectric integration, and tri-radial phased array field steering.