DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms
The nanometer size clusters are often present in ZnO. We have calculated the vibrational frequencies of zinc oxide by using the density-functional theory. We synthesized clusters of ZnO starting with ZnOn and continue with Zn2On, Zn3On and Zn4On with n = 1, 2, 3 and 4. By minimizing the energy of th...
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my.usim-81022017-02-23T04:40:23Z DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms Ahmad Nazrul, Rosli, Hasan, Abu Kassim, Keshav N., Shrivastava, Cluster Density Functional Theory Raman Spectrum Vibrational Frequency Zno The nanometer size clusters are often present in ZnO. We have calculated the vibrational frequencies of zinc oxide by using the density-functional theory. We synthesized clusters of ZnO starting with ZnOn and continue with Zn2On, Zn3On and Zn4On with n = 1, 2, 3 and 4. By minimizing the energy of the Schrodinger equation, we found the bond lengths and the vibrational frequencies of each cluster. These calculated data are compared to the experimentally measured Raman spectra of ZnO4 to identify the clusters which exist in this material. The density-functional theory in the local density approximation (LDA) is used with double numerical basis set. From this calculation, we find that the bond length for the cluster of ZnO4 with tetrahedral symmetry (T-d) is 1.923 angstrom and the vibrational frequencies are 94.4 cm(-1) and 440.4 cm(-1) with degeneracy of 3 each. We have made several clusters using zinc and oxygen atoms and have calculated the vibrational frequencies, degeneracies and intensities in each case. 2015-05-18T03:29:50Z 2015-05-18T03:29:50Z 2013 Article 0126-6039 en Universiti Kebangsaan Malaysia |
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Cluster Density Functional Theory Raman Spectrum Vibrational Frequency Zno Ahmad Nazrul, Rosli, Hasan, Abu Kassim, Keshav N., Shrivastava, DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms |
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The nanometer size clusters are often present in ZnO. We have calculated the vibrational frequencies of zinc oxide by using the density-functional theory. We synthesized clusters of ZnO starting with ZnOn and continue with Zn2On, Zn3On and Zn4On with n = 1, 2, 3 and 4. By minimizing the energy of the Schrodinger equation, we found the bond lengths and the vibrational frequencies of each cluster. These calculated data are compared to the experimentally measured Raman spectra of ZnO4 to identify the clusters which exist in this material. The density-functional theory in the local density approximation (LDA) is used with double numerical basis set. From this calculation, we find that the bond length for the cluster of ZnO4 with tetrahedral symmetry (T-d) is 1.923 angstrom and the vibrational frequencies are 94.4 cm(-1) and 440.4 cm(-1) with degeneracy of 3 each. We have made several clusters using zinc and oxygen atoms and have calculated the vibrational frequencies, degeneracies and intensities in each case. |
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Article |
author |
Ahmad Nazrul, Rosli, Hasan, Abu Kassim, Keshav N., Shrivastava, |
author_facet |
Ahmad Nazrul, Rosli, Hasan, Abu Kassim, Keshav N., Shrivastava, |
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Ahmad Nazrul, Rosli, |
title |
DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms |
title_short |
DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms |
title_full |
DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms |
title_fullStr |
DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms |
title_full_unstemmed |
DFT Calculation of Vibrations in the Clusters of Zinc and Oxygen Atoms |
title_sort |
dft calculation of vibrations in the clusters of zinc and oxygen atoms |
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Universiti Kebangsaan Malaysia |
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2015 |
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1645152341092990976 |