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In ZnO, the LD can be expressed as the sum of a contribution centered on the Zn atom and the other on the O. The dipole on the Zn arises from the five occupied d orbitals (5 WFs and ZI =+10e), the dipole on the O is calculated by considering the closest 4 sp WFs and the four neighboring Zn atoms.
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In ZnO, the LD can be expressed as the sum of a contribution centered on the Zn atom and the other on the O. The dipole on the Zn arises from the five occupied d orbitals (5 WFs and Z I = + 10 e), the dipole on the O is calculated by considering the closest 4 s p WFs and the four neighboring Zn atoms.
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This value is consistent with -0.032C/ m2, that we obtained to the same level of accuracy on eigenvectors by means of the Berry Phase approach
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This value is consistent with - 0.032 C / m 2, that we obtained to the same level of accuracy on eigenvectors by means of the Berry Phase approach.
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The maximum elongation [ ε3 = (c- c0 ) / c0 ] is observed for the nanowire with N=2 (diameter of ∼9 Å) and its value is about ε3 =+0.02: in a bulk system such strain would correspond to an applied stress of about 3 GPa
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The maximum elongation [ε 3 = (c - c 0) / c 0] is observed for the nanowire with N = 2 (diameter of ∼ 9 Å) and its value is about ε 3 = + 0.02: in a bulk system such strain would correspond to an applied stress of about 3 GPa.
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