Unified Structural Tension and Deterministic Lattice Collapse

This master unified release establishes Hollin Vacuum Manifold Mechanics, a deterministic, parameter-free theoretical framework that connects vacuum curvature directly to macroscopic material properties, elastic moduli, and structural lattice collapse thresholds. By integrating the universal dimensionless vacuum invariant (Ω ≈ 2.135876) with discrete quantum emission limits from photoelectric work functions (W), the model derives an intrinsic structural tension coefficient (Γ ≈ W × 0.3512) without relying on arbitrary curve-fitting or tuning coefficients. Across an 8-element multi-crystal sweep spanning BCC, FCC, and HCP lattices, the framework demonstrates a strong positive linear correlation (R^2 > 0.88) between structural tension and bulk modulus, and it establishes a rigorous predictive falsifiability matrix with a 10% deviation contract for upcoming high-pressure diamond-anvil cell X-ray diffraction campaigns.