章公也

发布者:阮杨捷发布时间:2019-05-06浏览次数:4532




章公也

地址江苏省南京市江宁区东南大学九龙湖校区土木工程学院

Email: gyzhang@seu.edu.cn

办公地点:土木科研楼1411

电话:13773262208


学习和工作经历

  • 2022.04-至今          东南大学土木工程学院工程力学系副教授(破格)

  • 2019.05-2022.04    东南大学土木工程学院工程力学系讲师


  • 2014.08-2018.12    美国南卫理公会大学机械工程专业博士

  • 2013.01-2014.05    美国德克萨斯大学达拉斯分校机械工程专业硕士

  • 2008.09-2012.06    南京工业大学机械及其自动化专业读本科



研究方向

  • 固体力学(智能复合梁///杆模型构造)

  • 微纳米理论研究(偶应力理论,应变梯度理论,表面弹性理论、微形理论、挠曲电理论)

  • 微观电--弹多物理场耦合

  • 挠曲电电子学、半导体智能结构设计

  • 俘能,储能及减振超材料设计

  • TBD


主持科研项目


国家自然科学基金青年基金项目,6505009746,周期性微结构对电磁弹复合材料弹性波带隙特性的影响和调控机制,2021/01-2023/12,主持。


主要学术荣誉

东南大学“至善青年学者”。


主持教改项目

全英文MOOC课程《Theory of Elasticity》入选教育部首批在线教学国际平台全英文 MOOC, 2020(排二) 。

 “东南大学2021年度校级全英文精品慕课(MOOC)课程” 《固体力学基础》,校级教育(教学)成果奖-特等奖(负责人)。


代表性论文

  1. Qu, Y., Guo, Z., Zhang, G. *, Gao, X. L. **, Jin, F., A New Model for Circular Cylindrical Kirchhoff-Love Shells Incorporating Microstructure and Flexoelectric Effects. Journal of Applied Mechanics, 1-39 2022.

  2. Guo, Z., Qu, Y., Zhang, G. *, Mi, C. **, Second-order analysis of wave propagation in an MEE microbeam using Mindlin–Medick approximation. Acta Mechanica, 233, 4141-4159 2022.

  3. Qu, Y. L., Zhang, G. Y. *, Gao, X. L. **, Jin, F., A new model for thermally induced redistributions of free carriers in centrosymmetric flexoelectric semiconductor beams. Mechanics of Materials, 104328 2022.

  4. Zhang, G. *, He, Z., Qin, J., Hong, J., Magnetically tunable bandgaps in phononic crystal nanobeams incorporating microstructure and flexoelectric effects. Applied Mathematical Modelling, 111, 554-566 2022.

  5. Zhang, G. Y. *, Guo, Z. W., Qu, Y. L., Mi, C. W., Global and local flexotronic effects induced by external magnetic fields in warping of a semiconducting composite fiber. Compos. Struct., 115711 2022.

  6. Zhang, G. Y. *, Gao, X.-L.**, Zheng, C. Y., Mi, C. W., A non-classical Bernoulli-Euler beam model based on a simplified micromorphic elasticity theory. Mechanics of Materials 161, 103967-1~13 2021.

  7. Zhang, G.*, Zheng, C., Qiu, X., Mi, C**. Microstructure-dependent Band Gaps for Elastic Wave Propagation in a Periodic Microbeam Structure. Acta Mech. Solida Sin. 34, 527–538 2021.

  8. Yin, S. H., Deng, Y., Yu, T. T., Gu, S. T. and Zhang, G. Y., Isogeometric analysis for non-classical Bernoulli-Euler beam model incorporating microstructure and surface energy effects.Applied Mathematical Modelling, 89, 470-485 2021.

  9. Qu, Y. L., Li, P., Zhang, G. Y., Jin, F. and Gao, X.-L. A microstructure-dependent anisotropic magneto-electro-elastic Mindlin plate model based on an extended modified couple stress theory. Acta Mechanica, 231, 4323-4350 2020.

  10. Zhang, G. Y., Qu, Y. L., Gao, X.-L.  and Jin, F. A transversely isotropic magneto-electro-elastic Timoshenko beam model incorporating microstructure and foundation effects. Mechanics of Materials 149, 103412-1~13 2020.

  11. Zhang, G. Y.and Gao, X. L. Band gaps for wave propagation in 2-D periodic three-phase composites with coated star-shaped inclusions and an orthotropic matrix. Composites Part B: Engineering, 182, 107319-1~13 2020.

  12. Hong, J., Zhang, G. Y., Wang, X. and Mi, C. W.,A simplified strain gradient Kirchhoff rod model and its applications on microsprings and microcolumns. Journal of Mechanics of Materials and Structures, 15, 203-223 2020.

  13. Zhang, G. Y.and Gao, X. L. A new Bernoulli–Euler beam model based on a reformulated strain gradient elasticity theory. Mathematics and Mechanics of Solids, 25, 630-643 2020.

  14. Zhang, G. Y. and Gao, X. L. Elastic wave propagation in a periodic composite plate structure: band gaps incorporating microstructure, surface energy and foundation effects. Journal of Mechanics of Materials and Structures, 14, 219-2362019.

  15. Zhang, G. Y. and Gao, X. L. Band gaps for flexural elastic wave propagation in periodic composite plate structures based on a non-classical Mindlin plate model incorporating microstructure and surface energy effects. Continuum Mechanics and Thermodynamics, 31, 1911-19302019.

  16. Zhang, G. Y. and Gao, X.-L. A non-classical Kirchhoff rod model based on the modified couple stress theory. Acta Mech. 230, 243-264 2019.

  17. Zhang, G. Y. and Gao, X.-L. Elastic wave propagation in 3-D periodic composites: band gaps incorporating microstructure effects. Compos. Struct. 204, 920-932 2018.

  18. Zhang, G. Y., Gao, X.-L. and Ding, S. R. Band gaps for wave propagation in 2-D periodic composite structures incorporating microstructure effects. Acta Mech. 229, 4199-4214 2018.

  19. Zhang, G. Y., Gao, X.-L., Bishop, J. E. and Fang, H. E. Band gaps for elastic wave propagation in a periodic composite beam structure incorporating microstructure and surface energy effects. Compos. Struct. 189, 263-272 2018.

  20. Zhang, G. Y., Gao, X.-L. and Guo, Z. Y. A non-classical model for an orthotropic Kirchhoff plate embedded in a viscoelastic medium. Acta Mech. 228, 3811–3825 2017.

  21. Zhang, G. Y., Gao, X.-L. and Wang, J. Z. A non-classical model for circular Kirchhoff plates incorporating microstructure and surface energy effects. Acta Mech. 226, 4073-4085 2015.


学术兼职


ASME(美国机械工程师协会)会员


国际期刊/会议审稿

Mechanics of Materials, Thin-Walled Structures, Journal of Applied Mathematics, ASME International Mechanical Engineering Congress & ExpositionMathematics and Mechanics of Solids, Acta Mechanica, Composite structures, Sin


国际学术期刊“Crystals”客座编委(Guest Editor, SCI IF2.589JCR: Q2)2021~2022

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