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. 2021 Jun 8;6(24):16251–16252. doi: 10.1021/acsomega.1c02718

Correction to “In Silico Analysis of the Electronic Delocalization in Some Double Fused-Ring Metallabenzenes”

David Arias-Olivares , Andrés Becerra-Buitrago, Luis Carlos García-Sánchez, Rafael Islas
PMCID: PMC8223402  PMID: 34179669

The authors noticed that Figure 7 of the original article is incorrect due it was reporting NICS values instead Inline graphic values (which is equivalent to NICSzz or equivalent to the negative of the zz component of the shielding tensor). In this correction, the Inline graphic values are plotted correctly in Figure 1.

Figure 1.

Figure 1

Inline graphic profiles are depicted and split into two set for clearness. The orientation of the molecules has been described in Scheme 1 of the original article: the molecular plane was placed on the xy plane, perpendicular to the z-axis. The external magnetic field was oriented parallel to the z-axis.

With this update, some changes must be considered in the main article. Thus, the first paragraph of the Induced Magnetic Field section must be reconsidered as

“The induced magnetic field was employed in this set of metallic cycles. As mentioned in the Computational Details section, its z-component or Inline graphic, was used in the current work. The more negative Inline graphic values, the more diatropic the system is. All the molecules analyzed in the current work presented a similar response in shape and magnitude to the borazine’s response. Benzene1 and borazine2 were employed as the reference of aromatic and “weak aromatic” molecules, respectively. (Borazine is considered as “weak aromatic” or “low aromatic” because is not equally delocalized as benzene, due to the difference of electronegativities of boron and nitrogen atoms.)2 All the metallabenzenoids analyzed in this work presented a paratropic region around the center of the ring but some of them presented a small diatropic response around 1 Å above and below of the molecular plane. Borazine’s value of the Inline graphic calculated at R = 0 (molecular plane) was 10.4 ppm and calculated at R = 1 (1 Å above or below of the molecular plane) was −6.1 ppm. In benzene, the values were −16.4 and −30.7 ppm, respectively. In borazine and benzene it is necessary to consider that σ electrons are more localized than π electrons and their local paramagnetic contributions generate a paratropic region around the ring’s center, which is clearer in borazine due to the less delocalized π electrons compared with benzene’s π electrons. Thus, all the metallacycles could be considered as “weak aromatic” compounds in terms of the induced magnetic field.”

The second paragraph of the Conclusions section is rewritten as follows:

“According to the induced magnetic field results the molecules could be catalogued as “weak aromatic” systems. Their response was similar in shape and magnitude to borazine’s response. But phosphines groups could “interfere” in this measurement (such as in 2 and 9), due to the diatropic contribution of atomic nuclei; for this reason, the MICD analysis was performed.”

The line of the third paragraph of the Conclusions:

“The non-planar rings in 4, and 6 are diatropic with the Inline graphicresults, but the MICD values indicate a “weak aromatic” response if the total strength current is integrated.”

should now read

“The MICD values of 4 and 6 indicate a “weak aromatic” response if the total strength current is integrated. Considering this MICD values and according with its Inline graphic values and its no planar structure, 6 could be considered as a no aromatic compound”.

The authors apologize with the readers and colleagues for any confusion caused.

References

  1. Heine T.; Islas R.; Merino G. σ and π contributions to the induced magnetic field: Indicators for the mobility of electrons in molecules. J. Comput. Chem. 2007, 28 (1), 302–309. 10.1002/jcc.20548. [DOI] [PubMed] [Google Scholar]
  2. Islas R.; Chamorro E.; Robles J.; Heine T.; Santos J. C.; Merino G. Borazine: to be or not to be aromatic. Struct. Chem. 2007, 18 (6), 833–839. 10.1007/s11224-007-9229-z. [DOI] [Google Scholar]

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