Fluid Confinement and Non-Abelian Gauge Dynamics in the Dark Sector: A Ternary Lattice Quantization and Landauer Bound Suppression Framework

We present a rigorous, non-singular cosmological framework where spacetime metrics and relativistic gravitation emerge as macroscopic manifestations of head loss and kinetic friction derived from a decelerating information-theoretic dark sector field (SH) condensing into baryonic coordinates (SB). Using first-principles variational principles and methodology from fluid mechanics, we show that non-attributable energy losses within the cosmic infrastructure reflect directly onto the blackbody spectrum of the Cosmic Microwave Background (CMB). To resolve ultraviolet catastrophic divergences and the holographic data overload that collapses conventional binary representations, we project a non-Abelian SU(3) Yang-Mills field strength tensor onto a discrete manifold governed by a balanced ternary arithmetic framework T = {−1, 0, +1}. We demonstrate that these logical states match identically with the discrete eigenvalue spectrum of the Gell-Mann diagonal generator λ3, where the symmetric neutral state (0) operates as a topological information sink that absorbs validation redundancies. Under extreme nanometric confinement shielded by monolayer graphene mechanical rigidity, this mechanism triggers a first-order ferroelectric phase transition in interfacial water layers, causing local dielectric collapse (ϵeff ≤ 4.0). Under a generalized non-MarkovianNakajima-Zwanzig transport regime, the self-referential memory kernel executes an exact anti-phase cancellation, completely suppressing the classical Landauer dissipation bound (∆Q → 0) without local entropy leakage.