个人简介

教育经历： 2005.08-2009.07 清华大学，航天航空学院，工程力学与航天航空工程专业，获学士学位 2009.09-2014.07 清华大学，航天航空学院，力学专业，获博士学位 工作经历： 2014.07-2016.06 北京科技大学，机械工程学院，教师博士后 2016.07-2018.06 北京科技大学，机械工程学院，讲师 2018.01-2018.07 香港城市大学，机械及生物医学工程学系，访问学者 2018.06-至今 　北京科技大学，机械工程学院，副教授

研究领域

空间轻质结构设计与力学研究、板带钢板形生成过程力学研究

专利： 1、田雨, 魏凯, 张立元, 陈思懿, 修妍. 一种四棱柱状张拉整体结构便携帐篷. 申请号: CN201810003580.8, 申请日: 2018-01-03. 2、魏凯, 吴林桐, 田雨, 张立元, 韩梓腾, 李鑫杰. 一种六杆三十索的张拉整体机器人. 申请号: CN201810003528.2, 申请日: 2018-01-03. 3、张立元, 朱世新, 李松雪, 郜志英, 殷旭. 一种三棱柱状张拉整体结构微位移驱动平台. 申请号: CN201711317023.5, 申请日: 2017-12-12. 4、张立元, 朱世新, 郜志英, 殷旭, 张勃洋. 一种心形张拉整体结构. 申请号: CN201711315955.6, 申请日: 2017-12-12. 5、张立元, 李松雪, 朱世新, 杨竞. 一种可三维拓展的组合式张拉整体结构. 申请号: CN201710075245.4, 申请日: 2017-02-13. 6、张清东, 曾杰伟, 缪存孝, 张立元, 苏愿晓. 一种磁振复合时效残余应力消减装置. 专利号: ZL201510406517.5, 授权日: 2017-05-17. 7、缪存孝, 赵航, 韩天, 刘强, 张立元. 一种轴向球面纯电磁磁轴承. 专利号: ZL201510370225.0, 授权日: 2017-05-17.

近期论文

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代表性论著： 1、Zhang LY*, Zhu SX, Li SX, Xu GK*, 2018. Analytical form-finding of tensegrities using determinant of force-density matrix. Compos Struct 189, 87-98. 2、Zhang LY*, Li SX, Zhu SX, Zhang BY, Xu GK*, 2018. Automatically assembled large-scale tensegrities by truncated regular polyhedral and prismatic elementary cells. Compos Struct 184, 30-40. 3、Zhang QD, Li S*, Liu JY, Wang YN, Zhang BY, Zhang LY*, 2018. Study of a bimetallic interfacial bonding process based on ultrasonic quantitative evaluation. Metals 8(5), 329. 4、朱世新, 张立元*, 李松雪, 张勃洋, 张清东, 2018. 数字状张拉整体结构的构型设计与力学性能模拟. 力学学报 50(4), 798-809. 5、张勃洋, 卢兴福, 张立元, 张清东*, 2018. 冷轧极薄带钢复杂板形翘曲变形行为研究. 机械工程学报, 54(12), 184-192. 6、Zhang QD, Lin X*, Cao Q, Sun CY, Zhang LY, Zhang BY, 2017. Flatness evolution of cold-rolled high-strength steel strips during quenching process. Adv Mech Eng 9(12), 1-14. 7、Sheng JY, Zhang LY, Li B, Wang GF, Feng XQ*, 2017. Bulge test method for measuring the hyperelastic parameters of soft membranes. Acta Mech 228, 4187-4197. 8、Wang HL*, Jiang DJ, Zhang LY, Liu B*, 2017. How to realize volume conservation during finite plastic deformation. J Appl Mech-Trans ASME 84(11), 111009. 9、赵航, 缪存孝*, 张立元, 韩天, 任元, 樊亚洪, 2017. 磁悬浮径向球面纯电磁磁轴承的设计. 北京航空航天大学学报, 43(1), 159-166. 10、Zhang LY, Zhao ZL, Zhang QD, Feng XQ*, 2016. Chirality induced by structural transformation in a tensegrity: theory and experiment. J Appl Mech-Trans ASME 83(4), 041003. 11、Zhang LY, Zhang C, Feng XQ*, Gao HJ, 2016. Snapping instability in prismatic tensegrities under torsion. Appl Math Mech-Engl Ed 37(3), 275-288. 12、Zhang QD, Su YX, Zhang LY*, Bi J, Luo J, 2016. Magnetoelastic effect-based transmissive stress detection for steel strips: theory and experiment. Sensors 16(9), 1382. 13、Lin SZ, Zhang LY, Sheng JY, Li B, Feng XQ*, 2016. Micromechanics methods for evaluating the effective moduli of soft neo-Hookean composites. Arch Appl Mech 86(1), 219-234. 14、辛朝军, 蔡远文, 任元*, 缪存孝, 张立元, 2016. 磁悬浮敏感陀螺动力学建模与关键误差源分析. 北京航空航天大学学报, 42(10), 2048-2058. 15、Zhang LY*, Xu GK*, 2015. Negative stiffness behaviors emerging in elastic instabilities of prismatic tensegrities under torsional loading. Int J Mech Sci 103, 189-198. 16、Zhang LY, Zhao HP, Feng XQ*, 2015. Constructing large-scale tensegrity structures with bar-bar connection using prismatic elementary cells. Arch Appl Mech 85(3), 383-394. 17、Guo HY, Zhang LY*, Yin YJ, Gao YX, 2015. Relations between cubic equation, stress tensor decomposition, and von Mises yield criterion. Appl Math Mech-Engl Ed 36(10), 1359-1370. 18、Zhang LY, Li Y, Cao YP, Feng XQ*, 2014. Stiffness matrix based form-finding method of tensegrity structures. Eng Struct 58, 36-48. 19、Zhang LY, Li Y, Cao YP, Feng XQ*, Gao HJ, 2013. A numerical method for simulating nonlinear mechanical responses of tensegrity structures under large deformations. J Appl Mech-Trans ASME 80(6), 061018. 20、Zhang LY, Li Y, Cao YP, Feng XQ*, 2013. A unified solution for self-equilibrium and super-stability of rhombic truncated regular polyhedral tensegrities. Int J Solids Struct 50(1), 234-245. 21、Zhang LY, Li Y, Cao YP, Feng XQ*, Gao HJ, 2012. Self-equilibrium and super-stability of truncated regular polyhedral tensegrity structures: a unified analytical solution. Proc R Soc A 468(2147), 3323-3347.