MUT 6.6 presents a step-by-step derivation linking the Mass Curvature Rate (MCR) framework to Planck frequency. By redefining nucleon number as �, it calculates the MCR field constant � via energy equivalence between particle mass and Planck oscillator energy. This framework predicts the scaling of fmcr with nucleon number and provides a bridge between particle mass, quantum oscillator energy, and isotopic mass predictions. Numerical examples include proton, neutron, deuteron, and helium-4, demonstrating linear fmcr scaling and consistency with known physics.
Myomin Aung (Thu,) studied this question.