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Periodic systems of small molecules
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Periodic systems of small molecules : ウィキペディア英語版
Periodic systems of small molecules

Periodic systems of molecules are charts of molecules similar to the periodic table of the elements. Construction of such charts was initiated in the early 20th century and is still ongoing.
It is commonly believed that the periodic law, represented by the periodic chart, is echoed in the behavior of molecules, at least small molecules. For instance, if one replaces any one of the atoms in a triatomic molecule with a rare gas atom, there will be a drastic change in the molecule’s properties. Several goals could be accomplished by constructing an explicit representation of this periodic law as manifested in molecules: (1) a classification scheme for the vast number of molecules that exist, starting with small ones having just a few atoms, for use as a teaching aid and tool for archiving data, (2) forecasting data for molecular properties based on the classification scheme, and (3) a sort of unity with the periodic chart and the periodic system of fundamental particles.
==Physical periodic systems of molecules==
Periodic systems (or charts or tables) of molecules are the subjects of two reviews.〔Hefferlin, R. and Burdick, G.W. 1994. Fizicheskie i khimicheskie periodicheskie sistemy Molekul, Zhurnal Obshchei Xhimii, vol. 64, pp. 1870–1885. English translation: 〕〔Hefferlin, R. 2006. The Periodic Systems of Molecules (pp. 221 ff ), in Baird, D., Scerri, E., and McIntyre, L. (Eds.) “The Philosophy of Chemistry, Synthesis of a New Discipline,” Springer, Dordrecht ISBN 1-4020-3256-0.〕 The systems of diatomic molecules include those of (1) H. D. W. Clark, and (2) F.-A. Kong,〔Kong, F. and Wu, W. 2010. Periodicity of Diatomic and Triatomic Molecules, Conference Proceedings of the 2010 Workshop on Mathematical Chemistry of the Americas.〕 which somewhat resemble the atomic chart. The system of R. Hefferlin ''et al.'' was developed from (3) a three-dimensional to (4) a four-dimensional system Kronecker product of the element chart with itself.
\otimes
\begin\rm Li &\rm Be \\\rm Na &\rm Mg \end
=
\begin
\rm Li_2 &\rm LiBe &\rm BeLi &\rm Be_2 \\
\rm LiNa &\rm LiMg &\rm BeNa &\rm BeMg \\
\rm NaLi &\rm NaBe &\rm MgLi &\rm MgBe \\
\rm Na_2 &\rm NaMg &\rm MgNa &\rm Mg_2 \\
\end

|-
| width=60em style="font-size:90%" |The Kronecker product of a hypothetical four-element periodic chart. The sixteen molecules, some of which are redundant, suggest a hypercube, which in turn suggests that the molecules exist in a four-dimensional space; the coordinates are the period numbers and group numbers of the two constituent atoms.〔Gary W. Burdick and Ray Hefferlin, "Chapter 7. Data Location in a Four-Dimensional Periodic System of Diatomic Molecules", in Mihai V Putz, Ed., Chemical Information and Computational Challenges in the 21st Century, NOVA, 2011, ISBN 978-1-61209-712-1〕
|}
A totally different kind of periodic system is (5) that of G. V. Zhuvikin, which is based on group dynamics. In all but the first of these cases, other researchers provided invaluable contributions and some of them are co-authors. The architectures of these systems have been adjusted by Kong〔 and Hefferlin to include ionized species, and expanded by Kong,〔 Hefferlin,〔 and Zhuvikin and Hefferlin〔 to the space of triatomic molecules. These architectures are mathematically related to the chart of the elements. They were first called “physical” periodic systems.〔

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