舒晓琴简介

时间:2022-02-28  点击数:


姓名

舒晓琴

性别

职称

副教授

学历

博士

专业

原子与分子物理

研究方向

二维材料等离激元性质

所在学院

数理学院就

兼职单位

绍兴文理学院

主要研究成果

1. Xiaoqin Shu, Jiahe Lin and   Hong Zhang, Monolayered H–Si–P semiconductors: structural stability,   electronic structure, optical properties, and prospects for photocatalytic   water splitting, Phys. Chem. Chem. Phys.2021,   23, 13594 .(中科院SCI二区)

2. Xiao-qin Shu, Xin-lu Cheng,   Tong Liu, Hong Zhang, A   first-principles investigation of plasmons in doped graphene nanostructures,   Chin. Phys. B 309, 097301 (2021) (中科院SCI三区)

3. Xiaoqin   Shu, Hong Zhang*, Xinlu Cheng, Yoshiyuki Miyamoto, Tunable plasmons in   few-layer nitrogen-doped graphene nanostructures: A time-dependent density   functional theory study. Physical Review B 93, 195424-1 ——195424-8   (2016)(中科院SCI二区)

4.   Xiaoqin Shu, Xinlu Cheng, Hong Zhang*, Plasmons in N-doped graphene   nanostructure tuned by Au/Ag film: a time-dependent density functional theory   study. Phycical chemistry chemical physics 20, 10439-10444 (2018) (中科院SCI二区)

5. Xiaoqin   Shu , Zhenghai Ai, Zeshui Xu*, Jianmei Ye, Integrations of   q-rung orthopair fuzzy continuous information. IEEE Transactions on Fuzzy   Systems, 27: 1975-1984, 2019.(中科院SCI一区)

6. Xiaoqin   Shu, Hong Zhang*, Xinlu Cheng, Yoshiyuki Miyamoto, A TDDFT Investigation   on Plasmons in Multilayer Graphene Nanostructures. plasmonics, 12,   1967-1973 (2017) (中科院SCI三区)

7. Zhenghai   Ai, Xiaoqin Shu , Zeshui Xu*, Simplified Interval-Valued   Intuitionistic Fuzzy Line Integrals and Their Application. IEEE Access7134256-1342702019.(中科院SCI一区)

8.   Zhenghai Ai, Xiaoqin Shu , Zeshui Xu*, Foundation of   Interval-Valued Intuitionistic Fuzzy Limit and Differential Theory and an   Application to Continuous Data. Complexity, vol. 2019, 1-14, 2019.(中科院SCI一区)

9. Zhenghai   Ai, Xiaoqin Shu , Zeshui Xu*, Limit Theory and Differential Calculus   of Intuitionistic Fuzzy Functions with Several Variables. IEEE Transactions   on Fuzzy Systems, DOI:10.1109/TFUZZ.2019.2950881.(中科院SCI一区)

 

 

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