Symmetry/asymmetry within a cylindrical lattice model of nuclear structure predicts cosmic abundance/scarcity
Ray Walsh
Abstract
Protons and neutrons are the smallest forms of measurable matter, and each nucleon has 3 up (+2/3) and down (-1/3) quarks. Quarks treated as point-like particles within polygonal geometries model the structures of stable nuclides through 36Ar. The model derives from the proton's radius (r=0.8414 fm), the hadron's prolate spheroid shape (from the Δ(1232) resonance), and the separation distance between bound nucleons (≈0.8 fm, from the Argonne v18 NN potential). The prolate nucleon's spatial extent arises from its 3 quarks, which implies a qualitatively linear quark sequence. Spin-spin forces repel the like-flavored quarks to opposite ends of the nucleon, leaving the unlike quark in the middle. Quark-to-quark distance within the nucleon corresponds to the nucleon's radius. Nucleons link by quark-to-quark interactions to form proton-neutron short-range correlated pairs (pn SRC pairs), separated by a distance equal to the proton's radius. Alternating nucleons produce regularly alternating up/down quark sequences. We contemplate structures for each stable nuclide through 36Ar and include the one whose rotational radius (from the regular polygon radius formula) best correlates with its accepted charge radius (r(31)=0.98, p<0.001). Nucleon alternation makes pn SRC pairs and produces the equal numbers of protons and neutrons (Z=N) in the isotopes 42He, 126C, 147N, 168O, 2010Ne, 2412Mg, 2814Si, and 3216S, comprising 99.5% of stable baryonic matter. Bilateral structural symmetry emerges as a sensitive and specific predictor of cosmic abundance. Opposing deuteron-deuteron alternating quark charge sequences produce alternating and unequal electromagnetic fields capable of modelling the close-range attraction and far-range repulsion of the fusion potential curve and Coulomb potential energy barrier.
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