胡占宁 简介

发布时间:2016-05-27责任编辑:浏览次数:572

姓名胡占宁  最高学位博士   出生年月1962 11

导师资质硕导   职称:教授   邮箱:zhanninghu@aliyun.com   所在系:物理系


教育背景及工作经历

19946---19966中国科学院理论物理研究所博士后,并获得国家博士后科学基金

19917---19946西北大学现代物理研究所博士

19889---19917西北大学现代物理研究所硕士

19809---19847西北大学物理系,学士

200812月——现在,天津工业大学理学院物理系,教授。

200611---200811韩国釜山国立大学物理系与先进材料研究中心,研究教授

200411---200610韩国全南国立大学凝聚态物理研究所与物理系,研究教授

20009---20022香港理工大学物理系访问学者,合作研究

19966---200410于中国科学院物理研究所先后任副研究员、北京凝聚态

物质基地中科院物理所凝聚态研究中心理论课题组组长,任青年学术研讨会会长等。

19986被邀在巴基斯坦暑期研讨会上做邀请报告

19956参加意大利暑期研讨会

19847---19888宝鸡师范学院物理系任教

 

研究领域

凝聚态物理学、物理电子学、生物物理学等领域

讲授课程

《量子力学》、《固体物理学》、《信息光学》、《群论》、《物理理论选讲》、《大学物理实验》

 

主要承担项目

[1]博士后特别基金:三维可解统计模型

[2]北京凝聚态物质基地创新项目

[3]磁性宏观量子效应、巨磁电阻、层间交换耦合和Kondo 效应研究凝聚态物理中心创新工程C211课题)

[4]凝聚态物理中心创新工程首批启动重点研究方向与优先课题

[5]凝聚态物理基本理论中的若干前沿问题

[6]低维量子系统与磁隧道结研究(中国科学院院长基金)

[7]国家自然科学基金磁点接触的自旋电子输运理论

[8]云南教委项目:云南蒙自师范的超晶格系统中的量子波动现象与量子隧道效应

[9]四川师大的用格林函数方法研究磁隧道结的电导等

[10]并与香港地区、韩国以及欧洲等国家进行了有益的合作研究和学术交流

[11]国家自然科学基金:AAO纳米结构光栅对薄膜太阳能电池吸收及转换效率的提高研究

[12]天津市重点项目:微合金节能钢穿孔过程孔腔形成机制与组织演变  

主要论文著作

[1]Zhan-Ning Hu, K. S. Yi and K-S Park, J. Phys.A40 (2007) 7283: “Thermal entanglement of a three-qubit system in inhomogeneous magnetic fields”.

[2]Zhan-Ning Hu, K. S. Yi and K-S Park, J. Korean Phys. Soc. 54 (2009) 921 “ Quantum entanglement in a graphene layer”.

 

[3]Zhan-Ning Hu and V. C. Lo, Commun. Theor. Phys. 48 (2007) 183: “Size effects of the critical temperature in ferroelectric thin films”.

 

[4]Zhan-Ning HuS. H. Youn, K. Kangand C. S. Kim, J. Phys.A39(2006) 10523:“Entanglement of a two-qubit system with anisotropic couplings in nonuniform magnetic field”.

 

[5]Zhan-Ning Hu and V.C. Lo,Intern. J. Mod. Phys. B 20 (2006) 3223: “Thickness dependence of the coercive field in ferroelectric thin films”.

 

[6]Zhan-Ning Hu and C. S. Kim, Intern. J. Mod. Phys. B 19 (2005) 3745: '' Quantum dynamics of wave packet in harmonic potential '' .

 

[7]Zhan-Ning Hu and V.C. Lo, Intern. J. Mod. Phys. B 19 (2005) 2999: '' Chiral Lipid Bilayers with Cylindrical Symmetry''.

 

[8]V.C. Loand Zhan-Ning Hu,Simulation of Thickness dependent coercive field in PZT thin films,Ferroelectrics 271 (2002) 327.

 

[9]Zhan-Ning Hu, J. Z. Wang and B. Z. Li, J.Phys. : Cond.Matt.13 (2001) L215:“Double quantum-well model of the exchange couplingin Fe/ZnSe/Fe”.

 

[10]J. Z. Wang, B. Z. Li and Zhan-Ning HuPhys.Rev. B62 (2000) 6570 : ``Temperature dependence of the resonant exchange couping between two ferromagnets separated by a nonmetallic spacer``.

 

[11]Zhan-Ning Hu and Fu-Cho Pu, Nuclear Physics B 546(1999) 691:''Two MagneticImpurities with Arbitrary Spins in Open Boundary t-J Model''.


[12]Zhan-Ning Hu and Fu-Cho Pu, Europhys. Lett. 45 (1999) 514:''Integrable impurities in Hubbard chain with theopenboundary condition''.

 

[13]Zhan-Ning Hu and Fu-Cho Pu,Phys. Rev. B 58 (1998) R2925: ''Two Magnetic Impurities in a Spin Chain''.

 

[14]Y Wang,J Dai, Zhan-Ning Hu and Fu-Cho Pu, Phys. Rev. Lett. 79 (1997) 1901: ''Exact Results for a Kondo Problem in One Dimensional t-J Model''.

[15]Zhan-Ning Hu and Fu-Cho Pu,J.Phys.A32 (1999) 5435 : ''Effects of Magneyic Impurities in thet-J Model''.

[16]Zhan-Ning Hu , J.Phys. : Cond.Matt.11 (1999) L349: ''New Boundary Bound States in an Open Quantum Spin Chain''.

[17]Zhan-Ning Hu, Fu-Cho Pu and Yupeng Wang,J.Phys.A31 (1998) 5241 : ''Integrabilities of the t-J Model with Impurities''.

 

[18]Zhan-Ning Hu,Phys. Lett.A250 (1998) 337: ''Heisenberg XYZ Hamiltonian with Integrable Impurities''.

[19]Zhan-Ning Hu,Mod.Phys.Lett.B13 (1999) 13: ''New Approach on the General Shape Equation of Axisymmetric Vesicles''.

 

[20]Y ZLai,Zhan-Ning Hu,JQLiang and Fu-ChoPu ,J.Phys. : Cond.Matt.11 (1999) L95:''Two-Element Spin Chain Related to Heisenberg Spin Model''.

 

[21]Y ZLai,Zhan-Ning Hu, JQLiang and Fu-ChoPuIntern. J. Mod. Phys. B 13 (1999) 847: '' Integrable XYZ Hamiltonian with Next-Nearest-Neighbor Interaction'' .

 

[22]J. Z. Wang, B. Z. Li and Zhan-Ning Hu, Phys. Lett. A 261 (1999) 371 : ''Temperature dependence of magnetoresistance in the magnetic tunnel junction with an asymmetrical barrier''.

 

[23]S Chen, Y Wang, Zhan-Ning Hu and Fu-Cho Pu, Mod.Phys.Lett. B : 13 (1999) 19: ''Integrability of a t-J model with boundary impurity coupling''.

 

[24]Zhan-Ning Hu and B. Y. Hou, J. Stat. Phys.82 (1996) 633: ``Three-Dimensional Vertex Model in Statistical Mechanics from Baxter-Bazhanov Model''.

 

[25]Zhan-Ning Hu and B. Y.Hou, J. Stat. Phys. 79 (1995) 759: ``Remarks on the Star-Triangle Relation in the Baxter-Bazhanov Model''.

 

[26]Zhan-Ning Hu, Phys. Lett.A 197 (1995) 387:``Weyl Pair, Current Algebra and Shift Operator''.

[27]Zhan-Ning Hu and B.Y. Hou, Phys. Lett.A 201 (1995) 151: ``Cyclic Quantum Dilogarithm and Shift Operator''.

[28]Y.Q. Li and Zhan-Ning Hu, J. Phys. A 28 (1995) L219:``Solutions of n-simplex Equation from Solutions of Braid Group Representation''.

 

[29]Zhan-Ning Hu, Int. J. Mod. Phys.A9 (1994) 5201: ``Three-Dimensional Star-Star Relation''.

 

[30]Zhan-Ning Hu, Int. J. Mod. Phys. A9 (1994) 4701: ``Kashiwara-Miwa Model and Operators Acting on Spins Chins''.

 

[31]P. Wang and Zhan-Ning Hu, Int. J. Mod. Phys.A7 (1992) 3473: ``Bosonic Realization of SU(3) Parafer- mion Irreducible Representation''.

 

[32]Zhan-Ning Hu, Mod. Phys. Lett.B8 (1994) 779: ``The Star-Square in the Baxter-Bazhanov Model and the Star-Triangle Relation in the Chiral Potts Model''.

 

[33]Zhan-Ning Hu,Commun. Theor. Phys. 27(1997) 429: ''Baxter-Bazhanov model[32]Frenkel-Moore equation and the Braid group'' .

 

[34]Zhan-Ning Hu, Commun. Theor. Phys.22 (1994) 425: ``Factorizable S Matrices and Symmetry Operators''.

 

[35]Zhan-Ning Hu and H. Wei,Commun. Theor. Phys.16 (1991) 451: ``Higher Genus Solution for the N X N Matrix Model''.

 

[36]Zhan-Ning Hu, Chinese Physics Letters 13 (1996) 412: ``Remarks on the Three-dimensional Lattice Model'' .

 

[37]Zhan-Ning Hu, Chinese Physics Letters 12 (1995) 330: ``On the Star-Triangle Relation and the Star-Square Relation in the Baxter-Bazhanov Model''.

[38]Zhan-Ning Hu and B.Y. Hou, High Energy Physics and Nuclear Physics 19(1995) 143: ``The Integrability Conditions of 3-Dimensional Exactly Solved Model-Baxter-Bazhanov Model'' (in English).

 

[39]Zhan-Ning Hu,High Energy Physics and Nuclear Physics 18 (1994) 291:“Three-Dimensional Exactly Solved Model with Cubic Lattice'' (in English).

 

[40]Zhan-Ning Hu and B.Y.Hou, High Energy Physics and Nuclear Physics 16 (1992) 411 ``Factorizable S-Matrix and Symmetry Operator with Toroidal Rapidity Values'' (in English).

[41]Zhan-Ning Hu,Commun. Theor. Phys.29 (1998) 217:''Three-Dimensional Vertex ModelRelated BCC Model in Statistical Mechanics''.

成果及荣誉

 

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