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Hlavní autor: ACOSTA PADILLA, ALFREDO LUIS
Médium: Recurso digital
Jazyk:
Vydáno: Zenodo 2026
Témata:
nuclear magic numbers, radioactive decay, dodecahedral symmetry, icosahedral group, structured vacuum, binding energy, lead Z=82, shell model, alpha decay, beta decay, TVS23, Pisot polynomial, A5 symmetry, Euler characteristic, nuclear stability
Physical Sciences → Nuclear Physics Physical Sciences → Mathematical Physics Physical Sciences → Theoretical Physics
On-line přístup:https://doi.org/10.5281/zenodo.19297521
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  • <p>We derive all seven nuclear magic numbers (2, 8, 20, 28, 50, 82, 126), the universal endpoint of natural radioactive decay chains (lead, Z=82), and the predicted upper stability limit (Z=120) entirely from the geometry of the structured vacuum with 23 channels and icosahedral symmetry group A₅. The Euler identity 2V+A+F=82 identifies lead as the unique topological closure of the dodecahedral cell. A combinatorial binding energy law BE_extra = C(n,2)·√23·mₑ reproduces alpha-conjugate nuclear binding energies with errors below 0.25% and zero free parameters. Beta emissions in all natural decay chains are shown to occur in multiples of N_temp=2, consistent with paired temporal channel reorientation. The predicted upper stability limit Z=120 equals the order of the full icosahedral group Ih=2A₅, independently confirmed by relativistic mean-field models.</p>

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