2021
DOI: 10.1038/s41586-021-03874-9
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Imaging two-dimensional generalized Wigner crystals

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Cited by 254 publications
(148 citation statements)
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“…Moiré-trapped valley excitons and Wigner crystal states in TMDC bilayer twisted structures have also been reported. [513,514] The fabrication of 2D heterostructures, which is usually more complex than single homogeneous 2D materials, is critical for fully exploiting their properties, and artificial layer-bylayer stacking is a key approach. Early work mainly focused on conventional wet or dry transfer methods, [504][505][506] but it was found that the polymer residuals on top of the 2D crystals could deteriorate the device performance and hinder further stacking for the multilayers.…”
Section: D Heterostructuresmentioning
confidence: 99%
“…Moiré-trapped valley excitons and Wigner crystal states in TMDC bilayer twisted structures have also been reported. [513,514] The fabrication of 2D heterostructures, which is usually more complex than single homogeneous 2D materials, is critical for fully exploiting their properties, and artificial layer-bylayer stacking is a key approach. Early work mainly focused on conventional wet or dry transfer methods, [504][505][506] but it was found that the polymer residuals on top of the 2D crystals could deteriorate the device performance and hinder further stacking for the multilayers.…”
Section: D Heterostructuresmentioning
confidence: 99%
“…However, the physical situation at N = 1 lies beyond the strict regime of control within our approach and is possibly described by an entirely different fixed-point. Moreover, the specific form of translational symmetry breaking at large−N in our theory is different from the √ 3× √ 3 charge ordering observed experimentally [19]. It would be interesting to use a combination of more sophisticated numerical and analytical techniques to directly study the strongly coupled theory in the N = 1 limit in the future.…”
Section: Discussionmentioning
confidence: 79%
“…If g < 0, λ > |g| the ground state for s < 0 corresponds to having only one of the vortex flavors condensed, leading to an insulator with a single chargon on every third site [16]; see Figure 1. This is the Wigner crystalline phase that one would expect from purely classical considerations due to the further neighbor Coulomb repulsion on the triangular lattice, and is quite likely the phase observed in certain moiré TMD bilayers at strong interactions [19]. On the other hand, for g > 0 it will be energetically favorable to condense all of the vortex flavors, leading to other charge-ordered insulators [16] (see Figure 5(a)).…”
Section: B Dual Vortex Theorymentioning
confidence: 81%
“…1(a)) and localized Wannier orbitals form a uniquely simple platform to explore phases driven by strong interactions [2,3]. Indeed, upon sweeping the density of electrons per Moiré unit cell, incompressible charge ordered states have been observed at various fractional fillings [3][4][5]. These charge orders can be viewed as a generalized Wigner crystalline state that reduces the symmetry of the underlying Moiré lattice, as they are driven by the long-range Coulomb interaction.…”
mentioning
confidence: 99%