This research demonstrates atomic mass predictions in isotopes, linking mass curvature to cosmic phenomena.
This paper applies the Mass Curvature Rate (MCR) framework to compute predictive atomic masses for isotopes using a semi-empirical binding energy approach. The master equation M(n, Z) = c , n , φ(n, Z)/fmcr is applied across the periodic table, generating predictions for both known and unmeasured isotopes. Cosmic-scale implications are explored by linking the MCR field to Hubble expansion, including particle-scale lensing angles, effective masses, and a redshift analogy. The results demonstrate unit-consistent mass predictions and suggest that atomic-scale MCR effects contribute negligibly to cosmic lensing but may provide a conceptual bridge to Hubble-like redshift phenomena.
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Myomin Aung (2026) studied this question.
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