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个人简介

学习经历 2001年9月—2005年7月,山西大学,物理与电子工程学院,本科/理学学士学位 2005年9月—2011年7月,山西大学,理论物理研究所,研究生/理学博士学位(硕博连读) 工作经历 2011年7月—2013年7月,太原理工大学,物理与光电工程学院,讲师(硕士研究生导师) 2013年8月—至今,太原理工大学,物理与光电工程学院,副教授(硕士研究生导师) 2017年6月—2017年12月,香港大学,物理系,访问学者/研究助理

研究领域

1.受限量子体系的电子输运性质及其操控; 2.光子-物质相互作用及其量子操控;

近期论文

查看导师最新文章 (温馨提示:请注意重名现象,建议点开原文通过作者单位确认)

1. Hai-Bin Xue (通讯作者), Jiu-Qing Liang, Wu-Ming Liu, Non-Markovian full counting statistics of cotunneling assisted sequential tunneling in a side-coupled double quantum dot system, Physica E: Low-dimensional Systems and Nanostructures (2019),109:39-51. (SCI) 2. Hai-Bin Xue (通讯作者), Xu-Ping Liu, Bin Chen, Probing the internal energy structure of a serially coupled double quantum dot system with Rashba spin-orbit coupling through finite-frequency shot noise, AIP Advances (2018), 8: 015001. (SCI) 3. Qiang Wang, Hai-Bin Xue (通讯作者) Hai-Qing Xie, Full counting statistics in a serially coupled double quantum dot system with spin-orbit coupling, Annals of Physics (2018), 391: 161-174. (SCI) 4. Guo Yuan-Yuan, Zhao Fei-Fei, Xue Hai-Bin (通讯作者), Liu Zhe-Jie, Zero-Magnetic-Field Oscillation of Spin Transfer Nano-Oscillator with a Second-Order-Perpendicular-Anisotropy Free Layer, Chin. Phys. Lett. (2016), 33: 037501. (SCI) 5. 郭园园,蒿建龙,薛海斌(通讯作者),刘喆颉(通讯作者),面内形状各向异性能对自旋转矩振荡器零场振荡特性的影响,物理学报(2015),64:198502.(SCI) 6. Yuan-Yuan Guo, Hai-Bin Xue(通讯作者), Zhe-Jie Liu(通讯作者), Oscillation characteristics of zero-field spin transfer oscillators with field-like torque, AIP Advances, 2015, 5: 057114. (SCI) 7. Hai-Bin Xue(通讯作者), Yi-Hang Nie, Wei Ren, Negative differential conductance and super-Poissonian shot noise in a single quantum dot coupled to two noncollinear polarized ferromagnetic leads,Eur. Phys. J. B (2015) , 2015, 88: 76.. (SCI) 8. Hai-Bin Xue(通讯作者), Hu-Jun Jiao, Jiu-Qing Liang, Wu-Ming Liu(通讯作者), Non-Markovian full counting statistics in quantum dot molecules, Scientific Reports (2015) , 5, 8978. (SCI) 9. Hai-Bin Xue(通讯作者), Jiu-Qing Liang, Wu-Ming Liu(通讯作者), Negative differential conductance and super-Poissonian shot noise in single-molecule magnet junctions, Scientific Reports (2015), 5, 8730. (SCI) 10. Hai-Bin Xue(通讯作者), Yi-Hang Nie,Jingzhe Chen, Wei Ren(通讯作者),Probing the effective nuclear-spin magnetic field in a single quantum dot via full counting statistics, Annals of Physics (2015) 354, 375-384. (SCI) 11. Guo Xiao-Fang,Xue Hai-Bin(通讯作者), Liang Jiu-Qing(通讯作者), Topological quantum-phase coherence in full counting statistics of transport electrons with two-body interaction, Chinese Physics B (2014), 23, 087308. (SCI) 12. Hong-Wei Zhang,Hai-Bin Xue(通讯作者), Yi-Hang Nie(通讯作者), Full counting statistics of a quantum dot doped with a single magnetic impurity, AIP Advances (2013), 3, 102116. (SCI) 13. Hai-Bin Xue, Full counting statistics as a probe of quantum coherence in a side-coupled double quantum dot system, Annals of Physics (2013) 339, 208-217. (SCI) 14. H. B. Xue (通讯作者), Z. X. Zhang, and H. M. Fei, Tunable super-Poissonian noise and negative differential conductance in two coherent strongly coupled quantum dots, The European Physical Journal B (2012), 85, 336. (SCI) 15. Hai-Bin Xue,Y.-H. Nie, Z.-J. Li, and J.-Q. Liang, Effects of magnetic field and transverse anisotropy on full counting statistics in single-molecule magnet,Journal of Applied Physics (2011) 109, 083706. 16. Hai-Bin Xue, Y.-H. Nie, Z.-J. Li, and J.-Q. Liang, Effect of finite Coulomb interaction on full counting statistics of electronic transport through single-molecule magnet,Physics Letters A (2011) 375, 716-725. 17. Hai-Bin Xue, Y.-H. Nie, Z.-J. Li, and J.-Q. Liang, Tunable electron counting statistics in a single-molecule magnet, Journal of Applied Physics (2010) 108, 033707.(SCI) 18. Hai-Bin Xue, Y.-H. Nie, Z.-J. Li, and J.-Q. Liang, Field-phase modulation of spin-dependent resonant tunneling through a symmetric double-well with spin-orbit coupling, Physica E (2010) 42, 1934–1939. 19. Xue Hai-Bin, Zhang Han-Yin, Nie Yi-Hang, Li Zhi-Jian, and Liang Jiu-Qing, Electronic transport through a periodic array of quantum-dot rings, Chinese Physics B (2010) 19, 047303.

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