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arXiv 1608.04087cond-mat.mes-hall
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少层MoTe $_2$中离面A $_{1g}$ /A' $_1$模的拉曼散射共振猝灭

Resonant quenching of Raman scattering due to out-of-plane A$_{1g}$/A'$_1$ modes in few-layer MoTe$_2$

K. Gołasa, M. Grzeszczyk, M. R. Molas, M. Zinkiewicz, Ł. Bala, K. Nogajewski, M. Potemski, A. Wysmołek, A. Babiński

摘要:

报道了单层(1 L)、双层(2L)、三层(3L)和四层(4L)MoTe $_2$的A $_{1g}$ /A' $_1$声子模的变温拉曼散射研究。模的强度随温度的变化与薄片的厚度密切相关。特别是在$λ$ =632.8 nm光激发下,在2 L MoTe $_2$中观察到A $_{1g}$模强度的强烈非单调依赖性。在160 ~ 220 K温度范围内,A $_{1g}$模几乎完全消失。峰在较低的温度下恢复,在T=5 K时,它变得比室温下的强度高三倍。在3L MoTe $_2$中观察到类似的非单调强度演化,其中所有三个层中的碲原子同相振动。另一个面外拉曼活性模式的强度(中心层中碲原子的振动相对于外层中的振动移动了180 $^o$)仅微弱地依赖于温度。在2L和3L MoTe $_2$中观察到的拉曼散射的猝灭归因于对拉曼散射振幅的共振和非共振贡献之间的相消干涉。所观察到的“反共振”与少层MoTe $_2$中布里渊区M点的电子激发有关。

英文摘要:

Temperature-dependent (5 K to 300 K) Raman scattering study of A$_{1g}$/A'$_1$ phonon modes in mono-layer (1L), bilayer (2L), trilayer (3L), and tetralayer (4L) MoTe$_2$ is reported. The temperature evolution of the modes' intensity critically depends on the flake thickness. In particular with $λ$=632.8 nm light excitation, a strongly non-monotonic dependence of the A$_{1g}$ mode intensity is observed in 2L MoTe$_2$. The intensity decreases with decreasing temperature down to 220 K and the A$_{1g}$ mode almost completely vanishes from the Stokes scattering spectrum in the temperature range between 160 K and 220 K. The peak recovers at lower temperatures and at T=5 K it becomes three times more intense that at room temperature. Similar non-monotonic intensity evolution is observed for the out-of-plane mode in 3L MoTe$_2$ in which tellurium atoms in all three layers vibrate in-phase. The intensity of the other out-of-plane Raman-active mode, (with vibrations of tellurium atoms in the central layer shifted by 180$^o$ with respect to the vibrations in outer layers), only weakly depends on temperature. The observed quenching of the Raman scattering in 2L and 3L MoTe$_2$ is attributed to a destructive interference between the resonant and non-resonant contributions to the Raman scattering amplitude. The observed "antiresonance" is related to the electronic excitation at the M point of the Brillouin zone in few-layer MoTe$_2$.

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