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材料计算与物质模拟
贺荣强教授

办公地点:北园物理楼205B

电子邮箱:[email protected]

电  话:010-62517667

传  真:

研究组主页:

教育经历

2005-2009年,浙江大学,竺可桢av影片日本,理学学士

2009-2014年,av影片日本 ,物理学系,理学博士


工作经历

2014-2017年,清华大学,高等研究院,博士后

2017-2024年,av影片日本 ,物理学系,副教授

2024年至今,av影片日本 ,av影片日本 ,教授

研究兴趣

凝聚态理论物理,包括强关联电子体系,高温超导,关联拓扑物态,非费米液体,量子自旋液体,量子相变,Mott金属绝缘体转变,低维量子磁性,非平衡物态等;


强关联电子理论和算法发展,包括动力学平均场理论(DMFT),自然轨道重正化群(NORG),DFT+DMFT+NORG强关联电子材料数值模拟和第一性原理计算;


量子多体算法发展,包括机器学习,深度学习,神经网络量子态,量子蒙特卡洛,变分蒙特卡洛,密度矩阵重正化群等。

人才培养

拟每年招收硕士或博士研究生1-2名,欢迎本科生加入课题组。

主要工作和成果


1. Yin Chen†, Yi-Heng Tian†, Rong-Qiang He*, Zhong-Yi Lu*, “Spin-orbit coupling effects on orbital-selective correlations in a three-orbital model”, arXiv:2503.14435 (2025).


2. Zhenfeng Ouyang, Rong-Qiang He*, Zhong-Yi Lu*, “Two key factors to superconductivity of Ruddlesden-Popper nickelates: enhanced quasi-particle weight and strong local spin fluctuation”, arXiv:2503.08682 (2025).


3. Jia-Qi Wang, Rong-Qiang He*, Zhong-Yi Lu*, “Generalized Lanczos method for systematic optimization of neural-network quantum states”, arXiv:2502.01264 (2025).


4. Jia-Ming Wang†, Jing-Xuan Wang†, Rong-Qiang He*, Li Huang*, Zhong-Yi Lu*, “Ab initio dynamical mean field theory with natural orbitals renormalization group impurity solver”, npj Comput. Mater. 11, 86 (2025).


5. Jia-Ming Wang†, Yin Chen†, Yi-Heng Tian†, Rong-Qiang He*, Zhong-Yi Lu*, “Low-energy inter-band Kondo bound states in orbital-selective Mott phases”, arXiv:2407.15242 (2024).


6. Zhenfeng Ouyang, Jia-Ming Wang, Rong-Qiang He*, Zhong-Yi Lu*, “DFT+DMFT study of correlated electronic structure in the monolayer-trilayer phase of La3Ni2O7”, Phys. Rev. B 111, 125111 (2025).


7. Yin Chen†, Yi-Heng Tian†, Jia-Ming Wang†, Rong-Qiang He*, Zhong-Yi Lu*, “Non-Fermi liquid and antiferromagnetic correlations with hole doping in the bilayer two-orbital Hubbard model of La3Ni2O7 at zero temperature”, Phys. Rev. B 110, 235119 (2024).


8. He-Yu Lin, Rong-Qiang He*, Yibin Guo*, Zhong-Yi Lu*, “A hybrid method integrating Green's function Monte Carlo and projected entangled pair states”, Chin. Phys. B 33, 117504 (2024).


9. Jing-Xuan Wang, Zhenfeng Ouyang, Rong-Qiang He*, Zhong-Yi Lu*, “Non-Fermi liquid and Hund correlation in La4Ni3O10 under high pressure”, Phys. Rev. B 109, 165140 (2024).


10. Zhenfeng Ouyang, Jia-Ming Wang, Jing-Xuan. Wang, Rong-Qiang He*, Li Huang*, Zhong-Yi Lu*, “Hund electronic correlation in La3Ni2O7 under high pressure”, Phys. Rev. B 109, 115114 (2024).


11. Yi-Heng Tian†, Yin Chen†, Jia-Ming Wang†, Rong-Qiang He*, Zhong-Yi Lu*, “Correlation effects and concomitant two-orbital 𝑠±-wave superconductivity in La3Ni2O7 under high pressure”, Phys. Rev. B 109, 165154 (2024).


12. Jia-Qi Wang, Rong-Qiang He*, Zhong-Yi Lu*, “Variational optimization of the amplitude of neural-network quantum many-body ground states”, Phys. Rev. B 109, 245120 (2024).


13. Xiao-Qi Han, Sheng-Song Xu, Zhen Feng, Rong-Qiang He*, Zhong-Yi Lu*, “Framework for Contrastive Learning Phases of Matter Based on Visual Representations”, Chin. Phys. Lett. 40, 027501 (2023).


14. Chen Peng, Rong-Qiang He*, Yuan-Yao He*, Zhong-Yi Lu*, “Combined spontaneous symmetry-breaking and symmetry-protected topological order from cluster charge interactions”, Phys. Rev. Research 2, 033291 (2020).


15. Chen Peng, Rong-Qiang He*, Zhong-Yi Lu*, “Correlation effects in quadrupole insulators: A quantum Monte Carlo study”, Phys. Rev. B 102, 045110 (2020).


16. Rong-Qiang He, Zhong-Yi Lu*, “Interaction-Induced Characteristic Length in Strongly Many-Body Localized Systems”, Chin. Phys. Lett. 35, 027101 (2018).


17. Rong-Qiang He, Zhong-Yi Lu*, “Characterizing many-body localization by out-of-time-ordered correlation”, Phys. Rev. B 95, 054201 (2017) Editors' Suggestion.


18. Rong-Qiang He, Zheng-Yu Weng*, “On the possibility of many-body localization in a doped Mott insulator”, Sci. Rep. 6, 35208 (2016).


19. Rong-Qiang He, Jianhui Dai*, Zhong-Yi Lu*, “Natural Orbitals Renormalization Group Approach to the Two-Impurity Kondo Critical Point”, Phys. Rev. B 91, 155140 (2015).


20. Rong-Qiang He, Zhong-Yi Lu*, “Quantum Renormalization Groups Based on Natural Orbitals”, Phys. Rev. B 89, 085108 (2014).