4.8 Article

The phonon confinement effect in two-dimensional nanocrystals of black phosphorus with anisotropic phonon dispersions

期刊

NANOSCALE
卷 10, 期 18, 页码 8704-8711

出版社

ROYAL SOC CHEMISTRY
DOI: 10.1039/c8nr01531g

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资金

  1. National Key Research and Development Program of China [2016YFA0301204]
  2. National Natural Science Foundation of China [11474277, 11434010]
  3. Key Research Program of the Chinese Academy of Sciences [XDPB06-02, XDPB08-2]
  4. Beijing Municipal Science and Technology Commission

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The RWL model for the phonon confinement effect in nanocrystals (NCs) had been found to result in deviations and limitations for crystals exhibiting obvious anisotropic phonon dispersions and modified models have been proposed to overcome these deficiencies. Here, we examine this issue in black phosphorus (BP), a typical anisotropic two-dimensional crystal exhibiting pronounced anisotropy in phonon dispersions. A detailed study is performed on the Raman spectra of BP NCs prepared by the ion implantation technique. With decreasing NC size, the peak positions of the three characteristic Raman modes, A(g)(1), B-2g and A(g)(2) modes, remain almost unchanged, while the A(g)(1) and A(g)(2) modes show significant asymmetrical broadening tails towards higher-and lower-frequency sides, respectively. It is found that the RWL model based on one-dimensional phonon dispersion along G-Y and G-X axes in the Brillouin zone (BZ) cannot interpret the unusual frequency invariance and inhomogeneous line shape broadening of these three modes. However, after considering the contribution of two-dimensional anisotropic phonon dispersions from the whole BZ, the frequency and asymmetrical broadening of the A(g)(1) and A(g)(2) modes can be well reproduced. This study demonstrates that the RWL model can be applicable for crystals with anisotropic phonon dispersions once the phonons in the whole two-dimensional or three-dimensional BZ are properly taken into account, and provides a physically sound route into understanding the phonon confinement effect for anisotropic systems.

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