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范海燕

发布者:刘艺彤发布时间:2024-08-27浏览次数:30

[1]   Haiyan Fan,Baizhan Xia*, Liang Tong, Shengjie Zheng, Dejie Yu, Elastic higher-ordertopological insulator with topologically protected corner states Physical Review Letters 122(20), 204301(2019). (ESI高被引论文)

[2]   Xiaoxiao Wu1, Haiyan Fan1 (共同一作),Tuo Liu, Zhongming Gu, Ruo-YangZhang, Jie Zhu*, and Xiang Zhang*,“Topological phononics arising fromfluid-solid interactions” Nature Communications13, 6120 (2022).

[3]   Haiyan Fan, He Gao*, Tuo Liu, Shuowei An, Xianghong Kong,Guoqiang Xu, Jie Zhu, Cheng-Wei Qiu*, Zhongqing Su*, Reconfigurabletopological modes in acoustic non-Hermitian crystals Physical Review B 107, L201108 (2023). (Letter形式发表, 编辑推荐)

[4]   Haiyan Fan,He Gao, Shuowei An, Zhongming Gu, Shanjun Liang, Yi Zheng, and Tuo Liu*,“Hermitian and non-Hermitian topological edge states in one-dimensionalperturbative elastic metamaterials” MechanicalSystems and Signal Processing 169,108774 (2022).

[5]   Haiyan Fan,He Gao*, Shuowei An, Zhongming Gu, Yafeng Chen, Sibo Huang, Shanjun Liang, JieZhu, Tuo Liu*, and Zhongqing Su*, “Observation of non-Hermiticity-inducedtopological edge states in the continuum in a trimerized elastic lattice” Physical Review B 106, L180302 (2022). (Letter形式发表)

[6]   Haiyan Fan,Baizhan Xia*, Shengjie Zheng, Liang Tong,“Elastic phononic topological platewith edge and corner sates based on pseudospin-valley-coupling”. Journal of Physics D: Applied Physics 53 (39),395304 (2020).

[7]  Haiyan Fan, Tuo Liu, Jie Zhu,Zhongqing Su, “Elastic topological edge states   in non-Hermitian perturbative metamaterials” 2023         Seventeenth International Congress on Artificial Materialsfor Novel Wave Phenomena (Metamaterials) 2023. p. X-102-X-4.

[8]   范海燕,夏百战*, “三维声学超材料的高阶拓扑态科学通报 65, 1411(2019).