金汇可课题组介绍
金汇可,助理教授、研究员 通讯地址:海市浦东新区华夏中路393号物质学院4号楼109室 电子邮件:jinhk@shanghaitech.edu.cn 个人简历: 教育经历: 2011.9-2015.7 浙江大学,学士 2015.9-2020.6 浙江大学,博士 工作经历: 2020.11 - 2024.8 慕尼黑工业大学,博士后研究员 2024.08 - 至今 上海科技大学,助理教授、研究员
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我们课题组对理论凝聚态物理具有广泛的研究兴趣。其中,我们主要关注 (1) 强关联电子体系中新奇物态的研究,例如非费米液体、量子自旋液体、拓扑序以及非常规超导。 (2) 非平衡系统,例如开放系统和周期驱动系统中的动力学和预热化现象。 (3) 基于张量网络态、严格对角化、规范理论等,发展新的数值方法。
当然,我们课题组对于凝聚态物理的其他领域也保持开放态度,并乐于与实验团队在不同课题上开展紧密合作。
We have general interests in Theoretical Condensed Matter Physics and mainly focus on (1) Strongly correlated electron systems, such as non-Fermi liquid, quantum spin liquid, and topological order, unconventional superconductivity, and etc. (2) Non-equilibrium system, such as the dynamics in open systems and driven systems, and prethermalization phenomenon, and etc. (3) Methodology development based on tensor network states, exact diagonalization, parton construction, and etc. Nevertheless, We are open to any area of condensed matter physics, and enjoy closely collaborating with experimental groups on different topics.
课题组将为优秀的博士后研究员提供有竞争力的薪酬待遇(年薪30万+廉价校内博士后公寓)。博士后研究员在站期间可根据研究表现,依据学校规定申请转为具有事业编制的助理研究员(可以晋升为研究员)。课题组将为博后研究员和助理研究员提供优渥的经费支持。博后研究员和助理研究员可依托课题组申请上海市“超级博士后”激励计划、博士后创新人才支持计划、上海市青年科技英才扬帆计划等项目。有意者请发送简历至jinhk@shanghaitech.edu.cn。
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Selected Publications (before joining ShanghaiTech) 1. H.-K. Jin, W. Kadow, M. Knap, and J. Knolle, Kinetic Ferromagnetism and Topological Magnons of the Hole-Doped Kitaev Spin Liquid, npj Quantum Materials, 965 (2024)
2. H.-K. Jin, J. Knolle, and M. Knap, Fractionalized Floquet Prethermalization in Driven Kitaev Honeycomb Model, Phys. Rev. Lett. 130 (22), 226701 (2023)
3. Hui-Ke Jin*, W. M. H. Natori, F. Pollmann, and J. Knolle, Unveiling the S= 3/2 Kitaev honeycomb spin liquids, Nat. Commun. 13, 3813 (2022)
4. H.-K. Jin, R.-Y. Sun, H.-H. Tu*, and Y. Zhou*, Unveiling a critical stripy state in the triangular-lattice SU(4) spin-orbital model, Science Bulletin 67, 918 (2022)
5. H.-K. Jin, W. M. H. Natori, and J. Knolle, Twisting the Dirac cones of the SU(4) spin-orbital liquid on the honeycomb lattice, Phys. Rev. BLetter 107 (18), L180401 (2023)
6. H.-K. Jin, R.-Y. Sun, Y. Zhou*, and H.-H. Tu*, Matrix product states for Hartree-Fock-Bogoliubov wave functions. Phys. Rev. BLetter 105, L081101 (2022)
7. H.-K. Jin, H.-H. Tu*, and Y. Zhou*, Density matrix renormalization group boosted by Gutzwiller projected wave functions. Phys. Rev. B Letter 104, L020409 (2021)
8. H.-K. Jin, H.-H. Tu*, and Y. Zhou*, Efficient tensor network representation for Gutzwiller projected states of paired fermions. Phys. Rev. B 101, 165135 (2020)
9. H.-K. Jin and Y. Zhou*, Classical and quantum order in hyperkagome antiferromagnets. Phys. Rev. B 101, 054408 (2020)
10. H.-K. Jin and J. Knolle, Prethermal Order-by-Disorder. Phys. Rev. ResearchLetter 104, 045140 (2024)
Other Publications 1. Chun Zhang, H.-K. Jin, and Yi Zhou, A variational Monte Carlo approach to the SU (4) spin-orbital model on the triangular lattice Phys. Rev. B 109, 125103 (2024)
2. W. Kadow, H.-K. Jin, J. Knolle, and M. Knap, Single-hole spectra of Kitaev spin liquids: From dynamical Nagaoka ferromagnetism to spin-hole fractionalization, npj Quantum Materials, 9 32 (2024)
3. W. M. H. Natori*, H.-K. Jin, and J. Knolle, Quantum liquids of the S= 3/2 Kitaev honeycomb and related Kugel-Khomskii models, Phys. Rev. B 108, 075111 (2023)
4. H.-K. Jin, J. Knolle, and M. Knap, Fractionalized Floquet Prethermalization in Driven Kitaev Honeycomb Model, Phys. Rev. Lett. 130 (22), 226701 (2023)
5. J. Willsher*, H.-K. Jin, and J. Knolle, Magnetic excitations, phase diagram and order-by-disorder in the extended triangular-lattice Hubbard model, Phys. Rev. B 107 (6), 064425 (2023)
6. J.-J. Miao, H.-K. Jin, and Y. Zhou*, Collective effects in an incompressible electronic liquid, National Science Review, nwac251 (2022)
7. H.-K. Jin, A. Pizzi, and J. Knolle, Prethermal nematic order and staircase heating in a driven frustrated Ising magnet with dipolar interactions, Phys. Rev. B, 106, 144312 (2022)
8. R.-Y. Sun†, H.-K. Jin†, H.-H. Tu*, and Y. Zhou*, Possible chiral spin liquid state in the kagome Heisenberg model, npj Quantum Materials, 9 16 (2024)
9. H.-K. Jin*and Y. Zhou*, Material Search for Quantum Spin Liquids on the Simplest Frustrated Lattice, Chinese Physics Letters 39, 50102 (2022)
10. H.-K. Jin and J. Knolle, Flat and Correlated Plasmon Bands in Graphene/α-RuCl3 Heterostructures, Phys. Rev. B 104, 045140 (2021)
11. T. Le, Y. Sun*, H.-K. Jin, L. Che, L. Yin, J. Li, G. M. Pang, C. Q. Xu, L. X. Zhao, S. Kittaka, T. Sakakibara, K. Machida, R. Sankar, H. Q. Yuan, G. F. Chen, X. Xu*, S. Li, Yi Zhou, and Xin Lu*, Evidence for nematic superconductivity of topological surface states in PbTaSe2, Science Bulletin 65, 1349 (2020)
12. J.-J. Miao, H.-K. Jin, F.-C. Zhang, and Y. Zhou*, Exact solution to a class of generalized Kitaev spin-1/2 models in arbitrary dimensions, Science China Physics, Mechanics & Astronomy 63, 247011 (2020)
13. H.-K. Jin, J.-J. Miao, and Y. Zhou, Hidden SU (2) symmetries, the symmetry hierarchy, and the emergent eightfold way in spin-1 quantum magnets, Phys. Rev. B 100, 085101 (2019)
14. H.-K. Jin, D.-H. Xu*, and Y. Zhou*, Topological Superconductivity Intertwined with Broken Symmetries, arXiv:1905.11584
15. J.-J. Miao†, H.-K. Jin†, F. Wang, F.-C. Zhang, and Y. Zhou*, Pristine Mott insulator from an exactly solvable spin-1/2 Kitaev model, Phys. Rev. B 99, 155105 (2019)
16. J.-J. Miao, H.-K. Jin, F.-C. Zhang, and Y. Zhou*, Majorana zero modes and long range edge correlation in interacting Kitaev chains: analytic solutions and density-matrix-renormalization-group study, Scientific Reports 8, 488 (2018)
17. Y. Wang, J.-J. Miao, H.-K. Jin, and S. Chen*, Characterization of topological phases of dimerized Kitaev chain via edge correlation functions, Phys. Rev. B 96, 205428 (2017)
18. J.-J. Miao, H.-K. Jin, F.-C. Zhang, and Y. Zhou, Exact solution for the interacting Kitaev chain at the symmetric point, Phys. Rev. Lett 118, 267701 (2017)
19. Q. Wang, H. Man, C. Ding, X. Gong, S. Guo, H.-K. Jin, H. Wang, B. Chen, and F.-L. Ning, Li1.1(Zn1-xCrx)As: Cr doped I–II–V diluted magnetic semiconductors in bulk form, Journal of Applied Physics 115 (8), 083917
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