COMPRESSIBLE SPACETIME METRIC DETECTION IN ELEMENTARY PARTICLES AND ATOMIC NUCLEI

In the Quantum Modified General Relativity (QMOGER) framework, spacetime is a compressible superfluid. We propose the non-integer deviation in the inverse fine-structure constant α⁻¹ ≈ 173.036 arises from this compressibility. The integer 173 is the exact topological winding number of the electron vorton core (toroidal-to-poloidal flux ratio Γ_T / Γ_P = 173), while the fractional 0.036 is the elastic screening from vacuum strain. We extend this to large atomic nuclei (e.g., superheavy element 115), where collective vorton vorticity induces macroscopic spacetime distortion detectable as anomalous gravitational effects. A toy simulation of 681-vorton ring stability at aspect ratio 137 supports the integer core hypothesis