Study on the Mixed ZnO Clusters and Ring-Like ZnO Ions
The pure Zn m ( m = 2–10), mixed Zn m O m ( m = 1–10), Zn m O 10− m ( m = 1–9) clusters and the univalent and divalent ring-like Zn m O m ( m = 2–10) cluster ions are systematically investigated by using Amsterdam density functional (ADF) program with Triple-zeta with two polarization functions...
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Veröffentlicht in: | Journal of cluster science 2018-09, Vol.29 (5), p.897-908 |
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Hauptverfasser: | , |
Format: | Artikel |
Sprache: | eng |
Schlagworte: | |
Online-Zugang: | Volltext |
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Zusammenfassung: | The pure Zn
m
(
m
= 2–10), mixed Zn
m
O
m
(
m
= 1–10), Zn
m
O
10−
m
(
m
= 1–9) clusters and the univalent and divalent ring-like Zn
m
O
m
(
m
= 2–10) cluster ions are systematically investigated by using Amsterdam density functional (ADF) program with Triple-zeta with two polarization functions basis set in conjunction with self-consistent field. Our calculated results show that the Zn
4
and Zn
7
clusters are the magic clusters. The structures of the Zn
m
O
m
(
m
= 1–10) clusters evolve from two-dimension to three-dimension after
m
= 8. For the Zn
m
O
10−
m
(
m
= 1–9) clusters, the Zn-rich structures evolve gradually from three-dimension to plane with an increase in the O ratios. The Zn
5
O
5
cluster with equal ratio has a two dimensional structure. In the O-rich clusters, the O dimers can be easily detached from them. The O and Zn atoms partly adopt
sp
2
and
sp
hybridization, respectively, in the ring-like Zn
m
O
m
(
m
= 2–10) clusters and their ions. Gain and loss charge would affect the degree of hybridization and change their geometries. Their structural changes can be explained by valence bond theory. |
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ISSN: | 1040-7278 1572-8862 |
DOI: | 10.1007/s10876-018-1383-5 |