Modelling the Energy of light Nuclei using the IRC model

The IRC model has an n-tiered structure where quarks and leptons are comprised of proto-matter above pairs of gravitons. The nuclei consist of monoquarks bound to diquarks in a body centered cubic arrangement. The quarks are wire-rimmed ellipsoids, with circular orbits on charge plain, and elliptic orbits on 1 of the 3 possible color plains. They contain proto-quarks, proto-photons, and proto-gluons. Structures with net charge on an instance of the charge plain are surrounded by a ring again comprised of gravitons topped by proto-photons. The rest energy of the proto-up & proto-down were earlier calculated from the rest energy of the pions: 17.95820(4) MeV and 37.77024(14) MeV respectively. The mean energy of a tachyon in an elliptic orbit was approximated using numeric integration. A general solution to the 1s energy where an ns proto-particle had 1 extra unit of angular momentum relative to n was found of 2n/(2n+1) times the proto-matter particles rest energy. Where 2 proto-quarks of the same type share a diquark, they don’t have to have unit angular momentum, since they can cancel out L at any 1s energy (as in the neutral pion). This appears to be the case in the neutron. Explicit solutions were found for the first 5 stable isotopes, within 12 KeV of reported values.