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What is the preferred geometry of sulfur–disulfide interactions?

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Authors
Veljković, Ivana S.
Veljković, Dušan Ž.
Sarić, Gordana G.
Stanković, Ivana M.
Zarić, Snežana D.
Article (Published version)
,
The Royal Society of Chemistry
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Abstract
Non-covalent interactions between disulfide fragments and sulfur atoms were studied in crystal structures of small molecules and by quantum chemical calculations. Statistical analysis of the geometrical data from the Cambridge Structural Database (CSD) reveals that in most cases, interactions between sulfur and disulfide bonds are bifurcated. Quantum chemical calculations are in agreement with those findings. A strong interaction energy was calculated for bifurcated interactions (ECCSD(T)/CBS = −2.83 kcal mol−1) considering the region along the disulfide bond. Non-bifurcated interactions are weaker except in cases where σ-hole interaction is possible or in cases where S⋯S interaction is accompanied by additional hydrogen bonds (ECCSD(T)/CBS = −3.26 kcal mol−1). SAPT decomposition analysis shows that dispersion is the main attractive force in the studied systems while electrostatics plays a crucial role in defining the geometry of interactions.Non-covalent interactions between disulfide... fragments and sulfur atoms were studied in crystal structures of small molecules and by quantum chemical calculations. Statistical analysis of the geometrical data from the Cambridge Structural Database (CSD) reveals that in most cases, interactions between sulfur and disulfide bonds are bifurcated. Quantum chemical calculations are in agreement with those findings. A strong interaction energy was calculated for bifurcated interactions (ECCSD(T)/CBS = −2.83 kcal mol−1) considering the region along the disulfide bond. Non-bifurcated interactions are weaker except in cases where σ-hole interaction is possible or in cases where S⋯S interaction is accompanied by additional hydrogen bonds (ECCSD(T)/CBS = −3.26 kcal mol−1). SAPT decomposition analysis shows that dispersion is the main attractive force in the studied systems while electrostatics plays a crucial role in defining the geometry of interactions.

Keywords:
Non-covalent interactions / disulfide / Cambridge Structural Database (CSD) / Sulfur compounds / CCSD(T) / Statistical analysis / Quantum chemical calculations
Source:
CrystEngComm, 2020, 22, 7262-7271
Publisher:
  • Royal Society of Chemistry
Funding / projects:
  • Noncovalent interactions of pi-systems and their role in molecular recognition (RS-172065)
  • Qatar Foundation for Education, Science and Community Development
Note:
  • The peer-reviewed version: https://cherry.chem.bg.ac.rs/handle/123456789/4287

DOI: 10.1039/D0CE00211A

ISSN: 1466-8033

WoS: 000589506600010

Scopus: 2-s2.0-85096032646
[ Google Scholar ]
URI
https://cherry.chem.bg.ac.rs/handle/123456789/4286
Collections
  • Publikacije
Institution/Community
Hemijski fakultet
TY  - JOUR
AU  - Veljković, Ivana S.
AU  - Veljković, Dušan Ž.
AU  - Sarić, Gordana G.
AU  - Stanković, Ivana M.
AU  - Zarić, Snežana D.
PY  - 2020
UR  - https://cherry.chem.bg.ac.rs/handle/123456789/4286
AB  - Non-covalent interactions between disulfide fragments and sulfur atoms were studied in crystal structures of small molecules and by quantum chemical calculations. Statistical analysis of the geometrical data from the Cambridge Structural Database (CSD) reveals that in most cases, interactions between sulfur and disulfide bonds are bifurcated. Quantum chemical calculations are in agreement with those findings. A strong interaction energy was calculated for bifurcated interactions (ECCSD(T)/CBS = −2.83 kcal mol−1) considering the region along the disulfide bond. Non-bifurcated interactions are weaker except in cases where σ-hole interaction is possible or in cases where S⋯S interaction is accompanied by additional hydrogen bonds (ECCSD(T)/CBS = −3.26 kcal mol−1). SAPT decomposition analysis shows that dispersion is the main attractive force in the studied systems while electrostatics plays a crucial role in defining the geometry of interactions.Non-covalent interactions between disulfide fragments and sulfur atoms were studied in crystal structures of small molecules and by quantum chemical calculations. Statistical analysis of the geometrical data from the Cambridge Structural Database (CSD) reveals that in most cases, interactions between sulfur and disulfide bonds are bifurcated. Quantum chemical calculations are in agreement with those findings. A strong interaction energy was calculated for bifurcated interactions (ECCSD(T)/CBS = −2.83 kcal mol−1) considering the region along the disulfide bond. Non-bifurcated interactions are weaker except in cases where σ-hole interaction is possible or in cases where S⋯S interaction is accompanied by additional hydrogen bonds (ECCSD(T)/CBS = −3.26 kcal mol−1). SAPT decomposition analysis shows that dispersion is the main attractive force in the studied systems while electrostatics plays a crucial role in defining the geometry of interactions.
PB  - Royal Society of Chemistry
T2  - CrystEngComm
T1  - What is the preferred geometry of sulfur–disulfide interactions?
VL  - 22
SP  - 7262
EP  - 7271
DO  - 10.1039/D0CE00211A
ER  - 
@article{
author = "Veljković, Ivana S. and Veljković, Dušan Ž. and Sarić, Gordana G. and Stanković, Ivana M. and Zarić, Snežana D.",
year = "2020",
abstract = "Non-covalent interactions between disulfide fragments and sulfur atoms were studied in crystal structures of small molecules and by quantum chemical calculations. Statistical analysis of the geometrical data from the Cambridge Structural Database (CSD) reveals that in most cases, interactions between sulfur and disulfide bonds are bifurcated. Quantum chemical calculations are in agreement with those findings. A strong interaction energy was calculated for bifurcated interactions (ECCSD(T)/CBS = −2.83 kcal mol−1) considering the region along the disulfide bond. Non-bifurcated interactions are weaker except in cases where σ-hole interaction is possible or in cases where S⋯S interaction is accompanied by additional hydrogen bonds (ECCSD(T)/CBS = −3.26 kcal mol−1). SAPT decomposition analysis shows that dispersion is the main attractive force in the studied systems while electrostatics plays a crucial role in defining the geometry of interactions.Non-covalent interactions between disulfide fragments and sulfur atoms were studied in crystal structures of small molecules and by quantum chemical calculations. Statistical analysis of the geometrical data from the Cambridge Structural Database (CSD) reveals that in most cases, interactions between sulfur and disulfide bonds are bifurcated. Quantum chemical calculations are in agreement with those findings. A strong interaction energy was calculated for bifurcated interactions (ECCSD(T)/CBS = −2.83 kcal mol−1) considering the region along the disulfide bond. Non-bifurcated interactions are weaker except in cases where σ-hole interaction is possible or in cases where S⋯S interaction is accompanied by additional hydrogen bonds (ECCSD(T)/CBS = −3.26 kcal mol−1). SAPT decomposition analysis shows that dispersion is the main attractive force in the studied systems while electrostatics plays a crucial role in defining the geometry of interactions.",
publisher = "Royal Society of Chemistry",
journal = "CrystEngComm",
title = "What is the preferred geometry of sulfur–disulfide interactions?",
volume = "22",
pages = "7262-7271",
doi = "10.1039/D0CE00211A"
}
Veljković, I. S., Veljković, D. Ž., Sarić, G. G., Stanković, I. M.,& Zarić, S. D.. (2020). What is the preferred geometry of sulfur–disulfide interactions?. in CrystEngComm
Royal Society of Chemistry., 22, 7262-7271.
https://doi.org/10.1039/D0CE00211A
Veljković IS, Veljković DŽ, Sarić GG, Stanković IM, Zarić SD. What is the preferred geometry of sulfur–disulfide interactions?. in CrystEngComm. 2020;22:7262-7271.
doi:10.1039/D0CE00211A .
Veljković, Ivana S., Veljković, Dušan Ž., Sarić, Gordana G., Stanković, Ivana M., Zarić, Snežana D., "What is the preferred geometry of sulfur–disulfide interactions?" in CrystEngComm, 22 (2020):7262-7271,
https://doi.org/10.1039/D0CE00211A . .

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