论文标题
WSE2/WS2Moiré超级晶格中的条纹阶段
Stripe phases in WSe2/WS2 moiré superlattices
论文作者
论文摘要
带电荷密度的旋转对称性自发断裂的条纹阶段发生在许多与竞争相互作用的密切相关系统中。一个代表性的例子是铜氧化物超导体,其中条纹顺序被认为与高温超导性的机理有关。然而,由于这些材料的复杂性和有限的可调性,识别和研究常规密切相关系统中的条纹阶段是具有挑战性的。在这里,我们通过结合光学各向异性和电子可压缩性测量值,在WSE2/WS2Moiré超级晶格中发现带有连续可调电荷密度的条纹阶段。我们发现在大型掺杂范围内的强烈电子各向异性在Moiré超晶格的1/2填充下达到峰值。 1/2状态是不可压缩的,并分配给(绝缘)条纹晶体。它可以通过35 K左右的热波动不断融化。广场成像揭示的域构型显示出沿Moiré超级晶格的高对称轴的优先对齐。远离1/2填充,我们观察到相应填充1/4、2/5和3/5时的其他条纹晶体。各向异性还延伸到系统的可压缩状态下,表明存在电子液晶状态。观察到的填充依赖性条带阶段与平坦带极限中三角形晶格上扩展哈伯德模型的理论相图一致。我们的结果表明,二维半导体Moiré超晶格是一个高度可调的平台,用于研究条纹阶段及其与其他对称性破坏地面状态的相互作用。
Stripe phases, in which the rotational symmetry of charge density is spontaneously broken, occur in many strongly correlated systems with competing interactions. One representative example is the copper-oxide superconductors, where stripe order is thought to be relevant to the mechanism of high-temperature superconductivity. Identifying and studying the stripe phases in conventional strongly correlated systems are, however, challenging due to the complexity and limited tunability of these materials. Here we uncover stripe phases in WSe2/WS2 moiré superlattices with continuously gate-tunable charge densities by combining optical anisotropy and electronic compressibility measurements. We find strong electronic anisotropy over a large doping range peaked at 1/2 filling of the moiré superlattice. The 1/2-state is incompressible and assigned to a (insulating) stripe crystal phase. It can be continuously melted by thermal fluctuations around 35 K. The domain configuration revealed by wide-field imaging shows a preferential alignment along the high-symmetry axes of the moiré superlattice. Away from 1/2 filling, we observe additional stripe crystals at commensurate filling 1/4, 2/5 and 3/5. The anisotropy also extends into the compressible regime of the system at incommensurate fillings, indicating the presence of electronic liquid crystal states. The observed filling-dependent stripe phases agree with the theoretical phase diagram of the extended Hubbard model on a triangular lattice in the flat band limit. Our results demonstrate that two-dimensional semiconductor moiré superlattices are a highly tunable platform to study the stripe phases and their interplay with other symmetry breaking ground states.