刘中强

发布时间:2015-01-05文章来源:暂无 浏览次数:

联系方式

通讯地址:山东省曲阜市静轩西路57号,

邮政编码:273165

电子邮件:phyzhqliu@163.com

办公地址:15vip太阳集团理论物理教研室

办公电话:445(06)6096转408

个人简历

青岛理工大学琴岛学院------任职教学科研(2006-2009)

15vip太阳集团15vip太阳集团------任职教学科研(2012-2015)

现任职务

无。

教学经历

曾担任《数学物理方法》、《复变函数与积分变换》、《热力学与统计物理》等课程的教学工作。指导本科生科研训练计划2组次,数学建模大赛3组次。

研究兴趣

统计物理,液膜马达,自旋动力学和液态水微观结构等课题。

科研项目

1.国家自然科学基金 项目编号:11302118 资助金额:28万元(主持中)

2.山东省自然科学基金项目编号:ZR2013AQ015 资助金额:6万元(主持中)

曾获奖励

1. 2014年首届全国高等学校“高等教育杯”物理基础课程青年教师讲课比赛山东省初赛一等奖

主要论著

1.Zhong-QiangLiu,Xiang-MuKong, and Xiao-Song Chen, Effects of Gaussian disorder on the dynamics of the random transverseIsingmodel,Phys. Rev. B73(22), 224412 (2006).

2. Zhen-BoXu,Xiang-MuKong, andZhong-QiangLiu, Effects of double-Gaussian disorder on the dynamics of the quantum XY chain.Phys. Rev. B77(18), 184414 (2008).

3. Xiao-Juan Yuan,Xiang-MuKong, Zhen-BoXu, andZhong-QiangLiu, Dynamics of the one-dimensional random transverseIsingmodel with next-nearest- neighbor interactions,PhysicaA389, 242 (2010).

4.Zhong-QiangLiu, Ying-JunLi, Guang-Cai Zhang, Su-RongJiang, Dynamical mechanism of the liquid film motor,Phys. Rev. E83(2), 026303/1-7 (2011).

5.Zhong-QiangLiu,Guang-CaiZhang, Ying-Jun Li, Su-RongJiang, Water film motor driven by alternating electric fields: its dynamical characteristicsPhys. Rev. E85(3), 036314/1-12 (2012).

6.刘中强,甘孔银,李英骏,张广财,姜素蓉,方波电泳电场驱动下液膜马达的电致流动特征物理学报61(13) 134703/1-7 (2012).

7. Zhong-QiangLiu, Ying-Jun Li, Kong-YinGan, Su-RongJiang, Guang-Cai Zhang, Water film washers and mixers: their rotational modes and electro-hydrodynamicalflows induced by square-wave electric fields,MicrofluidNanofluid,14:319–328 (2013).

8. Xin-Wei Chen,Zhong-QiangLiu, and Xiang-MuKong, Condensation of Fermions in the double-well potential,Chinese Physics B23(2)026701 (2014).

9. Zhong-QiangLiu,Jiang Su-Rong, and Kong Xiang-Mu, The spin dynamics of the random transverse Ising chain with a double-Gaussian disorder, Chin. Phys. B 23(8):087505 (2014).

10. Yu-LiangXu, XinZhang,Zhong-QiangLiu, Xiang-Mu Kong, and Ting-QiRen, Robust thermal quantum correlation and quantum phase transition of spin system on fractal lattices.Eur. Phys. J. B87: 132 (2014).

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