See the final parts of this highly technical article.p. 8573 bottom left corner.
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Thank you!Let's see how long it will take for Rene to come back with a refutation.On Tue, Oct 21, 2025 at 9:18 PM ERIC SCERRI <sce...@g.ucla.edu> wrote:See the final parts of this highly technical article.p. 8573 bottom left corner.
Scerri ER, Parsons W 2018, What elements belong in Group 3 of the periodic table? In: Scerri E, Restrepo G (eds) Mendeleev to Oganesson: A multidisciplinary perspective on the periodic table, pp. 140–151, Oxford University Press, New York
Analysis
The passage at the bottom left corner of p. 8573 says:Another issue that arises in the 5d series concerns which metal should be considered the group 3 member of this series. The candidates are La, with its [...]5d1 6s2, 2D3/2g ground level and Lu, with its [...]4f14 5d1 6s2, 2D3/2g ground level. [A] Table 6 and Figure 10 clearly show that LuC follows that pattern of the 3d and 4d series of transition metal carbides, while [B] the BDE of LaC is anomalously high. As all the remaining members of the 5d transition metal series have the 4f subshell filled, it seems that Lu has more in common with the remaining 5d metals while [C] La has more in common with the subsequent lanthanides (Ce, Pr, Nd, …).Re [A], "...Figure 10 clearly show[s] that LuC follows that pattern of the 3d and 4d series of transition metal carbides", this is not the case: the 3d and 4d series show no simple or consistent patterns. Furthermore, Figure 10 spans only groups 3 to 10; to gain a fuller picture, Groups 2, 11, and 12 would need to be included.Re [B], "the BDE of LaC is anomalously high." This is correct, but the series ScC, YC, and LaC (or LuC) each contain only three data points, and their bond-dissociation energies—3.04, 3.42, 4.72, and 3.69 eV respectively—are too few and too scattered to be decisive.When, however, the BDEs of the broader cross-block sequence BC → AlC → ScC → YC → LaC (or LuC) are plotted against atomic number, the smoothness of the trendlines differs markedly. Second-order polynomial fits give R² = 0.739 for LaC and R² = 0.323 for LuC. On the presumption that the smoother the trendline, the better the fit in periodic-law terms, the sequence terminating in LaC provides the superior correspondence. I have attached the two charts in question.Re [C]—“it seems that... La has more in common with the subsequent lanthanides (Ce, Pr, Nd, …)” This is contradicted by Merriles et al. (2023, p. 9596)—whom T&M cite—who write: “there is a significant variation in the bond strengths of LaC (4.718(4) eV), CeC (4.893(3) eV), PrC (4.052(3) eV), and NdC (3.596(3) eV), even though the molecules have almost identical ground-state electronic configurations.”
Conclusion: T&M’s claims, as far as the composition of Group 3 is concerned, do not hold water.
Merriles DM et al. 2023, Probing the chemical bond between lanthanides and carbon: CeC, PrC, NdC, LuC, and TmC2, Inorg. Chem. 62, pp. 9589−9601
Without further/complete data points (full 4f-5f and 6d Carbides, or at least full 3d-4d-5d Carbides), would be hesitant to claim this little/incomplete information (see Shannon) as proof of victory in the ongoing Scylac-Scylur Skirmish -- as there is very little consistent/non-existent Group smoothness/trends down either the artificially stacked d-blocks of the current locally-correct-only (non-Copernican Principle) standard PT or the correctly placed d- and f-periods of the CSPT and RSPT (especially if chemists ever want to be taken as seriously as physicists), except of course for inconsistencies expected around the properly placed Column of Instability.