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@@ -52,14 +52,16 @@ The Raman tensors and frequencies of the negligible-polar phonons were calculate
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Calculated frequencies of these phonons are consistent with the experimental results
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with a low-estimated error of about 2% to 5%, which might be due to the PBE functional used in the calculation (cite).
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The Raman tensors of these phonons are also consistent with the experimental and theoretical results,
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where E#sub[2] mode experimentally at 776 is the most intense phonon mode,
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followed by four modes with lesser intensities
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(E#sub[2] modes at 195.5 and 203.3, E#sub[1] mode at 269.7, A#sub[1] mode at 609.5).
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The Raman scatter of the E#sub[1] mode calculately at 746.91 and E#sub[2] mode calculately at 756.25
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are much weaker than the E#sub[2] mode calculated at 756.25 but located near it, according to our calculation,
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thus it could not be distinguished from E#sub[2] mode calculated at 756.25,
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where E#sub[2] mode experimentally at 776 cm#super[-1] (mode 8) is the most intense phonon mode,
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followed by four modes visible in experiment with lesser intensities,
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including E#sub[2] modes at 195.5 cm#super[-1] (mode 1) and 203.3 cm#super[-1] (mode 2),
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E#sub[1] mode at 269.7 cm#super[-1] (mode 3), A#sub[1] mode at 609.5 cm#super[-1] (mode 6).
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The Raman scatter of the E#sub[1] mode calculately at 746.91 cm#super[-1] (mode 7)
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and E#sub[2] mode calculately at 756.25 cm#super[-1] (mode 9)
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are much weaker than the most intense mode but located near it, according to our calculation,
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thus it could not be distinguished from the most intense mode,
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which explains why they are not observed in experiments.
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Moreover, the A#sub[1] mode calculated at 812.87
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Moreover, the A#sub[1] mode calculated at 812.87 cm#super[-1] (mode 10)
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have a very weak Raman intensity in the basal plane (xx and yy, only 0.01)
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but an observable intensity in the zz configuration (1.78).
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Thus, this mode could not be observed in most Raman experiments (cite),
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