4.8 Article

Probing the Optical Response and Local Dielectric Function of an Unconventional Si@MoS2 Core-Shell Architecture

期刊

NANO LETTERS
卷 22, 期 12, 页码 4848-4853

出版社

AMER CHEMICAL SOC
DOI: 10.1021/acs.nanolett.2c01221

关键词

core-shell architectures; two-dimensional materials; dielectric functions; optical resonators; Kramers-Kronig analysis

资金

  1. NSF Division of Material Research (NSF) [DMR-1929356]
  2. SHyNE Resource [National Science Foundation (NSF)] [ECCS-2025633]
  3. Northwestern's MRSEC program (NSF) [DMR-1720139]
  4. Keck Foundation
  5. State of Illinois through IIN
  6. Army Research Office [W911NF1910335]
  7. Office of Naval Research Young Investigator Program (ONR-YIP) Award [N00014-171-2425]
  8. U.S. Department of Defense (DOD) [W911NF1910335] Funding Source: U.S. Department of Defense (DOD)

向作者/读者索取更多资源

In this study, the spatially resolved dielectric functions of Si@MoS2 with nanoscale spatial resolution were extracted using valence electron energy loss spectroscopy (VEELS) and verified through simulations. The contribution of the Si/MoS2 interface was further explored using a cross-sectioned core-shell structure.
Heterostructures of optical cavities and quantum emitters have been highlighted for enhanced light-matter interactions. A silicon nanosphere, core, and MoS2, shell, structure is one such heterostructure referred to as the core@shell architecture. However, the complexity of the synthesis and inherent difficulties to locally probe this architecture have resulted in a lack of information about its localized features limiting its advances. Here, we utilize valence electron energy loss spectros-copy (VEELS) to extract spatially resolved dielectric functions of Si@MoS2 with nanoscale spatial resolution corroborated with simulations. A hybrid electronic critical point is identified similar to 3.8 eV for Si@MoS2. The dielectric functions at the Si/MoS2 interface is further probed with a cross-sectioned core-shell to assess the contribution of each component. Various optical parameters can be defined via the dielectric function. Hence, the methodology and evolution of the dielectric function herein reported provide a platform for exploring other complex photonic nanostructures.

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