论文标题

磁性纳米仪上铅超导体的量子相变

Quantum phase transition in magnetic nanographenes on a lead superconductor

论文作者

Liu, Yu, Li, Can, Xue, Fu-Hua, Wang, Ying, Huang, Haili, Yang, Hao, Chen, Jiayi, Guan, Dan-Dan, Li, Yao-Yi, Zheng, Hao, Liu, Canhua, Qin, Mingpu, Wang, Xiaoqun, Li, Deng-Yuan, Liu, Pei-Nian, Wang, Shiyong, Jia, Jinfeng

论文摘要

量子旋转是指在没有磁性磁盘的情况下由全SU(2)对称保留的自旋算子,已提议与超导率4。但是,自旋轨道耦合和晶体场通常会在表面上引起D/F-shell旋转的明显磁各向异性6,9,打破SU(2)对称性并用ISING属性制造自旋10。最近,由于其可忽略不计的旋转轨道耦合和晶体场分裂,磁性纳米仪已被证明可容纳固有的量子磁性。在这里,我们通过在石墨烯蜂窝晶状体中的工程sublattice不平衡在Pb(111)上在PB(111)上构造了三个原子上精确的纳米仪。扫描隧道光谱揭示了这种杂交系统中磁性结合状态和围质筛查的共存。通过工程纳米摄虫和库珀对之间未配对的自旋之间的磁交换强度,已经观察到了从单线到双线态的量子相变,与超导体上的量子旋转模型一致。我们的工作证明了与库珀对的DELACALIZED石墨烯磁性宿主具有高度可调的磁性结合状态,可以进一步开发用于研究超导体上低维量子旋转的Majorana结合状态和其他丰富的量子物理学。

Quantum spins, referred to the spin operator preserved by full SU(2) symmetry in the absence of the magnetic anistropy, have been proposed to host exotic interactions with superconductivity4. However, spin orbit coupling and crystal field splitting normally cause a significant magnetic anisotropy for d/f-shell spins on surfaces6,9, breaking SU(2) symmetry and fabricating the spins with Ising properties10. Recently, magnetic nanographenes have been proven to host intrinsic quantum magnetism due to their negligible spin orbital coupling and crystal field splitting. Here, we fabricate three atomically precise nanographenes with the same magnetic ground state of spin S=1/2 on Pb(111) through engineering sublattice imbalance in graphene honeycomb lattice. Scanning tunneling spectroscopy reveals the coexistence of magnetic bound states and Kondo screening in such hybridized system. Through engineering the magnetic exchange strength between the unpaired spin in nanographenes and cooper pairs, quantum phase transition from the singlet to the doublet state has been observed, in consistent with quantum models of spins on superconductors. Our work demonstrates delocalized graphene magnetism host highly tunable magnetic bound states with cooper pairs, which can be further developed to study the Majorana bound states and other rich quantum physics of low-dimensional quantum spins on superconductors.

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