Abstract
Hydrogen gas is a promising renewable energy source. The hydrogen storage performance of two differently modified graphene surfaces, particularly Cu-doped and Cu-decorated circumcoronene (CC), is investigated using density functional theory, 6-311G* basis set and Bader's quantum theory of atoms in molecules (QTAIM). It is found that the Cu-doped CC is able to bind three H2 molecules on one Cu atom, while the Cu-decorated CC is able to bind up to five H2 molecules on one Cu atom. Changes in the topology of charge density upon the H2 adsorption are evaluated under the formalism of QTAIM analysis. The QTAIM analysis of bond critical points as well as the density of states analysis show that the interaction between Cu and adsorbed H2 molecules can be considered as a physisorption (a van der Waals type interaction). Overall, the results presented in this study point out that the Cu-decorated graphene surfaces are more suitable potential candidates for hydrogen storage than the Cu-doped ones. Furthermore, the inclusion of diffuse functions in the basis set is critically considered.
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Acknowledgements
This work received financial support from Slovak Grant Agencies APVV (contracts No. APVV-15-0079, APVV-15-0053, APVV-19-0024 and APVV-19-0087) and VEGA (contracts No. 1/0139/20 and 1/0466/18). We are also grateful to the HPC center at the Slovak university of technology in Bratislava, which is a part of the Slovak infrastructure of high performance computing (SIVVP project, ITMS code 26230120002, funded by the European region development funds) for the computational time and resources made available. To all financing sources the authors are greatly indebted.
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Published as part of the topical collection of articles from the 17th edition of the Central European Symposium on Theoretical Chemistry (CESTC 2019) in Austria
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Malček, M., Bučinský, L. On the hydrogen storage performance of Cu-doped and Cu-decorated graphene quantum dots: a computational study. Theor Chem Acc 139, 167 (2020). https://doi.org/10.1007/s00214-020-02680-2
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DOI: https://doi.org/10.1007/s00214-020-02680-2