The Dewhirst Horizon Relation: Stabilizing Wormhole Throats and Quantizing Superstring Tension via Spacetime Horizon Metrics

Abstract

This paper extends the applications of the Dewhirst Horizon Relation—a theoretical framework formulated by Richard Stephen Dewhirst that replaces the static speed of light squared constant (c²) with a dynamic macro-to-micro spacetime horizon ratio—into the realms of wormhole physics and superstring theory. Within high-energy wormhole metrics, the relation demonstrates that as a localized Einstein-Rosen bridge throat contracts toward the micro-quantum limit, the Dewhirst Coefficient (\(\Omega _{D}\)) automatically imposes a geometric floor at the Planck length (\(L_{\text{planck}}\)). This generates an inherent quantum outward pressure that stabilizes the wormhole throat naturally, entirely eliminating the theoretical requirement for unproven 'exotic matter' or negative mass. Furthermore, when mapped onto superstring mechanics, the relation bridges the macroscopic age of the cosmos (\(T_{\text{cosmic}}\)) with subatomic string loops. It reveals that fundamental string tension is an evolving scalar rather than a static arbitrary constant, showing that string stiffness relaxes smoothly as the universe ages. This provides a clear, geometric explanation for the hyper-energetic profiles of fundamental forces in the early universe without requiring extra hidden dimensions. By anchoring advanced topological concepts directly to real, measurable cosmological boundaries, the Dewhirst Horizon Relation offers a streamlined path toward a unified theory of quantum geometry.