Prof. Junren Shi 施均仁
Professor
Contact Info
Office：Physics Building W635, 物理楼西635
Tel：86-10-62756255
Email：junrenshi@pku.edu.cn
Personal Homepage：http://icqm.pku.edu.cn/contents/73/93.html
Education
|
Degree |
Year |
Major |
Institution |
|
Ph.D. |
1998-2002 |
Physics |
Oklahoma State University |
|
Graduate program |
1993-1998 |
Physics |
Nanjing University, China |
|
B.S. |
1989-1993 |
Physics |
Fujian Normal University, China |
Professional Appointments
|
Year |
Position |
Institution |
|
2010- |
Professor |
ICQM, Peking University |
|
2005-2010 |
Research Scientist |
Institute of Physics, Chinese Academy of Sciences |
|
2004-2005 |
Postdoctoral Fellow |
The University of Texas at Austin |
|
2002-2004 |
Postdoctoral Researcher |
Oak Ridge National Laboratory |
Current Research
Theory of composite fermions
Understand the microscopic foundations of the composite fermion theory and extend its applicability to a broader class of systems.
- Jin, H. & Shi, J., Non-quasiconvex dispersion of composite fermions and the fermionic Hafnian state in the first excited landau level, Phys. Rev. B 111, 075148 (2025).
- Shi, J., Quantum mechanics of composite fermions, Phys. Rev. Res. 6, 023306 (2024).
- Ji, G. & Shi, J., Emergence of Dirac composite fermions: dipole picture, Phys. Rev. Research 3, 043055 (2021).
Superconductivity in Anharmonic Solids and Liquids
Develop a first-principles approach for predicting superconducting transition temperatures of unconventional systems.
- Chen, H. et al., Enhancing superconducting transition temperature of lanthanum superhydride by increasing hydrogen vacancy concentration, arXiv:2409.09836 (2024).
- Chen, H. & Shi, J., Coexistence of superconductivity and superionicity in Li2MgH16, Phys. Rev. B 109, 140505 (2024).
- Chen, H. & Shi, J., Stochastic path-integral approach for predicting the superconducting temperatures of anharmonic solids, Phys. Rev. B 106, 184501 (2022).
- Liu, H. et al., Superconducting transition temperatures of metallic liquids, Phys. Rev. Research 2, 013340 (2020).
Thermal Hall effect
Formalism for calculating thermal Hall coefficients and its applications.
- Hu, X. & Shi, J., Intrinsic thermal hall effect of optical phonons enhanced by discrete rotational symmetry, Phys. Rev. B 111, 214303 (2025).
- Liu, D. & Shi, J., Circular phonon dichroism in Weyl semimetals, Phys. Rev. Lett. 119, 075301 (2017).
- Qin, T. et al., Berry curvature and the phonon hall effect, Phys. Rev. B 86, 104305 (2012).
- Qin, T. et al., Energy magnetization and the thermal hall effect, Phys. Rev. Lett. 107, 236601 (2011).
Publications
A complete list of publications can be found at https://scholar.google.com/citations?user=c5H-EUUAAAAJ
Open Positions