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李东

领域:新一代信息技术产业 学校:东北大学职称:教授

负泊松比材料、人体运动生物力学、非线性振动、新功能材料、声子晶体等...

具体了解该专家信息,请致电:027-87555799 邮箱 haizhi@uipplus.com

教育背景

工作经历

项目课题经历

1、国家重点研发计划项目(子课题负责人): 冬季项目运动员技能优化关键技术研究 项目编号:2018YFF0300502 起止时间:2018年9月-2022年8月 2、辽宁省自然科学基金: 新型负泊松比矫形鞋垫刚度自适应设计与性能优化研究 项目编号:20180550256 起止时间:2019年1月-2020年12月 3、横向课题——中科卫星应用德清研究院 自由式滑雪空中技巧视频采集及数据分析 项目编号:2018020600020 起止时间:2019年1月5日-2019年2月28日 4ᠦ୔

论文、成果、著作等

[1] Jiahong Hou, Dong Li*, Liang Dong. Study on Band-Gap Behaviors of 2D Hierarchical Re-Entrant Lattice Structures, Phys .Status Solidi B, 2019, 1800693 (SCI, IF=1.729) [2] Ruicong Gao, Dong Li*, Liang Dong, Xin Wang. Numerical Analysis of the Mechanical Properties of 3DRandom Voronoi Structures With Negative Poisson’s Ratio, Phys. Status Solidi B 2019, 1800539 (SCI, IF=1.729) [3] Liu L, Li Dong*, Dong L (2018) Mechanical properties of 2D hierarchical re-entrant cellular structures with Voronoi sub-structures EPL, 123: 16002 (SCI, IF=1.834) [4] Dong Li, Study on 3D internal magnetic field distribution and dynamic mechanics of a giant magnetostrictive actuator, Journal of Superconductivity & Novel Magnetism, 2018(SCI, IF=1.142) [5] Dong Li, Jianghua Yin, Liang Dong. Numerical analysis of a two-dimensional open cell topology with tunable Poisson's ratio from positive to negative. Phys. Status Solidi RRL, 2018, 12, 1700374. (SCI, IF= 3.721) [6] Jiahong Hou, Dong Li*, Liang Dong. Mechanical behaviors of hierarchical cellular structures with negative Poisson’s ratio,J. Mater. Sci., 2018, 53: 10209-10216. (SCI, IF=2.993) [7] Dong Li, Jianhua Yin, Liang Dong, Roderic Lakes. Strong re-entrant cellular structures with negative Poisson's ratio. J. Mater. Sci., 2018, 53(5): 3493-3499. (SCI, IF=2.993) [8] Dong Li, Jie Ma, Liang Dong, Roderic S. Lakes. Three-Dimensional stiff cellular structures with negative Poisson's ratio. Phys .Status Solidi B, 2017, 254, 1600785. (SCI, IF=1.729) [9] Rueger, Z., Li, D., Lakes, R. S., Observation of Cosserat elastic effects in a tetragonal negative Poisson's ratio lattice, Phys .Status Solidi B, 2017, 254, 1600840. (SCI, IF=1.729) [10] Dong Li, Jie Ma, Liang Dong, Roderic S. Lakes. Stiff square structure with a negative Poisson's ratio, Mater. Lett., 2017, 188: 149-151. (SCI, IF=2.687) [11] Dong Li, Jianhua Yin, Liang Dong, Roderic Lakes. Numerical analysis on mechanical behaviors of hierarchical cellular structures with negative Poisson's ratio, Smart Mater. Struct., 2017, 26: 025014. (SCI, IF= 2.963, JCR 一区) [12] Dong Li, Jie Ma, Liang Dong, Roderic S. Lakes. A bi-material structure with Poisson’s ratio tunable from positive to negative via temperature control. Mater. Lett., 2016, 181: 285-288. (SCI, IF=2.687, JCR 一区) [13] Dong Li, Liang Dong, Jianhua Yin, Roderic S. Lakes. Negative Poisson's ratio in 2D Voronoi cellular solids by biaxial compression: a numerical study. J. Mater. Sci., 2016, 51(14): 7029-7037. (SCI, IF=2.993) [14] Dong Li, Liang Dong, Roderic S. Lakes. A unit cell structure with tunable Poisson's ratio from positive to negative[J], Mater. Lett., 2016, 164: 456-459. (SCI 检索,IF=2.687) [15] Dong Li, Bao-zong Huang. Study on shear postbuckling failure of composite sandwich plates by a quasi-conforming finite element method[J], Compos. Sci. Technol., 2015, 119: 46-54. (SCI 检索,IF=5.160) [16] Dong Li, Liang Dong, Roderic S. Lakes. The resonant ultrasound spectroscopy method for determining the Poisson׳s ratio of spheres over the full range[J], Mater. Lett., 2015, 143: 31-34. (SCI检索,IF=2.687) [17] Dong Li, Liang Dong, Roderic S. Lakes. The properties of copper foams with negative Poisson’s ratio via resonant ultrasound spectroscopy[J]. Phys .Status Solidi B, 2013, 250(10): 1983-1987. (SCI,IF=1.729,封面文章) [18] Dong Li, Tim Jaglinski, Donald S. Stone, Roderic S. Lakes. Temperature insensitive negative Poisson’s ratios in isotropic alloys near a morphotropic phase boundary[J], Applied Physics Letters, 2012, 101: 2519031-2519034. (SCI,IF=3.495) [19]. Li, D., Dong, L., and Lakes, R. S.. Resonant ultrasound spectroscopy of cubes over the full range of Poisson's ratio[J]. Rev. Sci. Instr., 2012, 83(11): 113902-113906. (SCI,IF=1.428) [20]. 李红影,李健,张英杰,李东,轴向移动局部浸液单向板非线性动力学分析,振动与冲击,2015, (22): 125-128. (EI) [21].李东,GMA再生型颤振系统的稳定性及控制研究,中国科技论文,2014, 9(2): 192-195 [22]. 袁惠群,李莹,李东等. 超磁致伸缩微致动器车削系统建模与控制[J]. 振动. 测试与诊断, 2014, 34: 351-355 (EI) [23]. 李东,袁惠群,李智军,李莹,考虑介电常数影响的GMA内部磁场特性分析,东北大学学报(自然科学版),2013, 34(10): 1456-1460. (EI) [24]. 李东, 袁惠群. 超磁致伸缩换能器耦合磁弹性模型与振动特性分析[J], 固体力学学报, 2011, 4: 365-371. (EI) [25]. 袁惠群,李莹,李东等.磁悬浮轴承弹性转子非线性系统的建模与控制J.兵工学报,2011,32(2): 247-251 (EI) [26]. 袁惠群,吴文波,李莹,李东.考虑温变时超磁致伸缩微致动器的动力学分析[J].东北大学学报(自然科学版),2011,32(4): 549-553 (EI) [27]. 李东,袁惠群. 基于实验的超磁致伸缩微致动器动力学特性分析[J], 东北大学学报(自然科学版)2010, 31(2): 245-248 (EI) [28]. 朱向哲,袁惠群,李东. 摩擦热效应对航空发动机高压转子系统碰摩响应的影响[J].推进技术,2010,31(3):366-371 (EI) [29]. 袁惠群,寇海江,李东. 双跨弹性转子系统弯扭摆耦合非线性故障特征分析[J].东北大学学报(自然科学版),2010, 31,10: 1470-1474 (EI) [30]. Li D, Yuan HQ, Dai ZG. The nonlinear characteristic analysis of giant magnetostrictive actuator based on experiment, ISTM/2009, Proc. of 8th international symposium on test and measurement. 1244-1247. [31]. 李东, 袁惠群. 非对称弹性支承双跨转子的非线性特性分析[J],振动. 测试与诊断.2009, 4: 414-418 (EI) [32]. 袁惠群, 孙华刚, 李东等. 超磁致伸缩换能器的磁滞非线性动力学仿真[J], 力学与实践, 2009, 31(3): 35-38 [33]. 袁惠群,朱向哲,李东,等. 转子系统瞬态热启动过程动力学特性研究, 振动与冲击,2009,28(7):33-37 (EI) [34]. 王正浩,袁惠群,李东,闻邦椿.弹性转子系统动力学行为[J], 东北大学学报(自然科学版),2009,30:258-261 (EI) [35]. 李东, 袁惠群, 朱向哲, 赵晓宇. 悬臂双盘碰摩转子系统稳定性的半解析分析[J], 东北大学学报(自然科学版),2008, 29(7): 1016-1019 (EI) [36]. 袁惠群, 李东. 涡摆耦合悬臂双盘碰摩转子的稳定性分析[J]. 振动与冲击. 2008, 27(7): 109-112 (EI) [37]. Yuan Huiqun, Li Dong, Sun Huagang. Analysis of Hysteretic Property of Giant Magnetostrictive Actuator, ISTM/2007, Proc. of 7th international symposium on test and measurement. International Academic Publishers Ltd. 846-849. [38]. Yuan Huiqun, Li Dong, Sun Huagang. Analysis of Hysteretic Property of Rare Earth Giant Magnetostrictive Actuator, Journal of Rare Earths. 2007: 236-239 (SCI,IF=2.524) [39]. 孙华刚, 袁惠群, 贺威, 李东. 超磁致伸缩换能器系统动力学特性分析, 应用力学学报. 2007, 24(3): 486-489 (EI) [40]. 袁惠群,吴英祥,李东. 滑动轴承-转子-定子系统耦合故障的非线性动力学特性[J] 东北大学学报(自然科学版), 2006, 27(5): 520-523 (EI)

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