Topological Mechanics of Chemical Bonds: Deriving the Baseline Tension Constant within a 3+1+2 Manifold

Abstract

Mainstream quantum mechanics and physical chemistry have traditionally approached decoherence and chemical reactions primarily through the lens of energy scalars. This paper explores a theoretical framework based on a constrained 3+1+2 multitemporal manifold, proposing an interpretation of electrons as rigid topological solitons and chemical bonds as the macroscopic topological synchronization of 2D transverse torsional friction[1]. Through this geometric model, we aim to conceptually separate the macroscopic stability provided by 1D phase-anchors (atomic nuclei) from the friction-canceling mechanism of 2D entanglement (electrons). By formulating an independent geometric equation for topological dissociation energy (E_D) and calibrating it against effective nuclear charge and non-linear extrinsic curvature, we derive a unified baseline topological constant (~32,000) governing molecular bonds. This calibration conceptually transitions the multitemporal framework into a forward-predictive model, offering a mathematical pathway to calculate macroscopic chemical parameters purely through multidimensional geometric constraints.