MUT v6.5 demonstrates a connection between mass curvature rate and Planck energy, highlighting implications for isotopes.
MUT 6.5 presents a detailed derivation connecting the Mass Curvature Rate (MCR) framework with Planck oscillator energy. Particle mass is expressed as a function of the mass number � and the MCR constant �, and matched to Planck energy to ensure consistency with quantum mechanics. Step-by-step calculations illustrate how � scales linearly with �, providing a bridge between subatomic mass, nuclear isotopes, and fundamental quantum oscillations. A comparison table of representative isotopes (proton, neutron, deuteron, helium-4) is included, demonstrating predictive capability and consistency across known and hypothetical isotopes.
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Myomin Aung (2026) studied this question.
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