Flat-band induced excitonic insulator in a carbon-based, triangulene Kagome lattice
ORAL
Abstract
Excitonic insulator (EI) is a novel cooperative phase of matter formed by coherent excitons. This phase occurs when the bound electron-hole excitations of the system have a lower energy than the normal band insulating ground state. Namely, when an electron from the valence band is put in the conduction band, the binding energy between the excited electrons and holes is larger than the bandgap of the normal state, leading to simultaneous formation and subsequent condensation of excitons. A previous work shows that a specific 2-dimensional crystal of finite-size graphene triangles, a [4]triangulene Kagome lattice, possesses negative excitation energies of triplet excitons via a GW-BSE on top of DFT-LDA calculation[1], and thus could be a candidate for EI. Here we study the coherent ground state formed by excitons using a BCS-like theory, and explore the experimental signatures of such EI state (such as the local density of state (LDOS) and other electronic properties) from first-principles calculations. Our results agree well with STM measurements performed by our experimental collaborators. We also discuss the interplay between possible magnetic state, exciton condensation state, and normal state, as well as considering substrate effects.
Reference:
[1] Gurjyot Sethi, Yinong Zhou, Linghan Zhu, Li Yang, and Feng Liu. Phys. Rev. Lett. 126, 196403 (2021)
Reference:
[1] Gurjyot Sethi, Yinong Zhou, Linghan Zhu, Li Yang, and Feng Liu. Phys. Rev. Lett. 126, 196403 (2021)
*This work is supported by the National Science Foundation, the U.S. Department of Energy, and computational resources from NERSC, ACCESS and TACC Frontera.
–
Presenters
-
Jingwei Jiang
- University of California, Berkeley