Answers are grounded in this paper and cite their sources.
We use a van der Waals pickup technique to fabricate different heterostructures containing WSe₂(WS₂) and graphene. The heterostructures were structured by plasma etching, contacted by one-dimensional edge contacts, and a top gate was deposited. For graphene/WSe₂/SiO₂ samples we observe mobilities of ${~}12{{0.16em}{0ex}}000{{0.28em}{0ex}}{cm}²{{0.16em}{0ex}}{V}^{{-}1}{{0.16em}{0ex}}{s}^{{-}1}$. Magnetic-field-dependent resistance measurements on these samples show a peak in the conductivity at low magnetic fields. This dip is attributed to the weak antilocalization (WAL) effect, stemming from spin-orbit coupling. Samples where graphene is encapsulated between WSe₂(WS₂) and hexagonal boron nitride show a much higher mobility of up to ${~}120{{0.16em}{0ex}}000{{0.28em}{0ex}}{cm}²{{0.16em}{0ex}}{V}^{{-}1}{{0.16em}{0ex}}{s}^{{-}1}$. However, in these samples no WAL peak can be observed. We attribute this to a transition from the diffusive to the quasiballistic regime. At low magnetic fields a resistance peak appears, which we ascribe to a size effect due to boundary scattering. Shubnikov--de Haas oscillations in fully encapsulated samples show all integer filling factors due to complete lifting of the spin and valley degeneracies.
No takes yet. Share an insight, caveat, or question.
Völkl et al. (2017) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: