For Attendees' Attention


This talk will be held online via Zoom. To attend, please join the Zoom meeting at https://hkust.zoom.us/j/93505619210 (Meeting ID: 935 0561 9210 / Passcode: 528793).





 



Abstract

 



Demonstrated by the first principles calculation and the angle-resolved photoemission spectroscopy (ARPES) measurement, the transition-metal pentatelluride ZrTe5 is the prototype of massive Dirac material close to the topological critical point. Many exotic and anomalous behaviors of electric and thermoelectric transport were revealed in recent years in this system. Resistivity in ZrTe5 exhibits a sharp peak at a finite temperature Tp. The peak occurs approximately at a large range of temperatures from 50 to 200K, but the exact value varies from sample to sample. This resistivity anomaly is always accompanied with the sign change of the Hall and Seebeck coefficients around the transition temperature. The speaker and his research group propose a theory of quasiparticles to address a series of anomalous behaviors measured in ZrTe5. The negative longitudinal magnetoresistance in this system was observed in a series of experiments by different groups, and was shown in the quadratic behavior of magnetic field. Under pressure, ZrTe5 undergoes a topological phase transition accompanied by the closing and reopening of the band gap. The quadratic coefficient of the magnetoconductivity also varies with the external strain. They propose a quantum magneto-transport theory based on Landau level representation different from the chiral anomaly mechanism to account for the quadratic behavior and the strain dependence of the magnetoconductivity in ZrTe5.

 



References:

(1) Bo Fu, Huan-Wen Wang , and Shun-Qing Shen, Dirac Polarons and Resistivity Anomaly in ZrTe5 and HfTe5, PHYSICAL REVIEW LETTERS 125, 256601 (2020).

(2) Bo Fu, Huan-Wen Wang , and Shun-Qing Shen, Quantum magnetotransport in massive Dirac materials, PHYSICAL REVIEW B 101, 125203 (2020).

(3) Huan-Wen Wang , Bo Fu, and Shun-Qing Shen, Helical symmetry breaking and quantum anomaly in massive Dirac fermions PHYSICAL REVIEW B 104, L241111 (2021).





 



About the Speaker

 



Dr. FU Bo obtained his PhD from the University of Science and Technology of China in June 2017. He then joined the Department of Physics of the University of Hong Kong as a Postdoctoral Fellow.

 



Dr. Fu’s research focuses on the theoretical studies of anomalous transport in topological materials, topological state and the exotic quantum phenomena in the presence of intrinsic interaction and disorder. The main theoretical method he used to study the transport properties is the Feynman diagrammatic technique and topological field theory. He has developed a quantum theory for magneto-transport in massive and massless Dirac materials, which is applicable to the system with either Abelian or non-Abelian Berry curvature. His recent interest is quantum anomaly related phenomena in new topological materials and their electronic transport properties.



 



 



About the Center

 



For more information, please refer to the center website at https://iascqt.hkust.edu.hk/.



 

13 Sep 2022
10am - 11am
Where
Online via Zoom
Speakers/Performers
Organizer(S)
HKUST Jockey Club Institute for Advanced Study
Contact/Enquiries
Payment Details
Audience
Faculty and staff, PG students
Language(s)
English
Other Events
21 Jun 2024
Seminar, Lecture, Talk
IAS / School of Science Joint Lecture - Alzheimer’s Disease is Likely a Lipid-disorder Complication: an Example of Functional Lipidomics for Biomedical and Biological Research
Abstract Functional lipidomics is a frontier in lipidomics research, which identifies changes of cellular lipidomes in disease by lipidomics, uncovers the molecular mechanism(s) leading to the chan...
24 May 2024
Seminar, Lecture, Talk
IAS / School of Science Joint Lecture - Confinement Controlled Electrochemistry: Nanopore beyond Sequencing
Abstract Nanopore electrochemistry refers to the promising measurement science based on elaborate pore structures, which offers a well-defined geometric confined space to adopt and characterize sin...