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The two earlier posts have explored one of many oldest bonding guidelines (pre-dating quantum mechanics), which postulated that crammed valence shells in atoms forming molecules observe the magic numbers 2, 8, 18 and 32. Of the 59,025,533 molecules documented on the instantaneous I write this submit, solely one instance is claimed for the 32-electron class. Right here I counsel one other, Nobelocene (one which given the radioactive instability of nobelium, is unlikely to be ever confirmed experimentally!)
Nobelium has the digital configuration [Rn].5f14.7s2 , which implies the 6d and 7p shells are nonetheless empty. Filling these would take 10+6 electrons, or 4 extra electrons (20) if one begins from No4+, leading to an entire 32-electron crammed shell for the Nobelium. These twenty electrons could possibly be offered by two cyclo-octatetraenyl (COT) dianion ligands. Nobelium, with its nuclear cost of +102, has extremely relativistic inner-shell electrons, and so particular strategies should be used to mannequin this. Right here I’ve used a SARC all electron relativistically contracted foundation set (DOI: 10.1021/ct100736b), for use with the Douglas−Kroll−Hess scalar relativistic Hamiltonian (for particulars, see right here). The QTAIM evaluation is proven under (fairly a spider’s net):
There are 16 bond vital factors positioned alongside the strains of every No..C, with ρ(r) 0.03. It is a very low worth certainly for a covalent bond, being of the identical order as sturdy hydrogen bonds, and so must be classed as an interplay relatively than a bond. ELF basins can not usually be positioned for hydrogen bonds, and neither can they right here. Nobelocene on this regard is fairly boring, being nearly totally ionic.
Somewhat extra attention-grabbing are the molecular orbitals. Probably the most steady π-type is proven under. Most of the orbitals present the Nobelium atomic orbitals non-interacting with the ligand, most likely as a result of the relativistic contraction renders them inert to mixing, in a way which is usually used to elucidate the inert nature of e.g. the Pb 6s2 electrons in divalent lead.
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