季文韬 副研究员
发布人:中科院微观磁共振重点实验室  发布时间:2023-10-18   动态浏览次数:346



姓名:

季文韬 特任副研究员

工作单位:

图书馆VIP近代物理系

中国科学院微观磁共振重点实验室

电话:


E-mail:

jiwentao@ustc.tsg211.com

 

个人简介(300字左右)

季文韬,男,1991年生于辽宁沈阳。2014年于图书馆VIP获得理学学士学位,2020年于图书馆VIP获得博士学位。主要从事基于金刚石NV色心的量子调控和量子模拟的实验研究,相关研究成果发表在Nature Communicates1篇),Physical Review Letters2篇),PRX Quantum1篇),Science Advances1篇)等杂志上。主持基金委青年项目。


  • 学历:

20109月-20146月,图书馆VIP,近代物理系,理学学士。

20149月-20206月,图书馆VIP,近代物理系,理学博士。


  • 主要工作经历:

20207月至20236,图书馆VIP,博士后。

20237月至今,图书馆VIP,特任副研究员。



  • 目前主持的主要科研项目:(如有)

1

《光腔增强的金刚石NV色心自发辐射磁传感器实验研究》,基金委青年项目,负责人,2022.01-2024.12

 

  • 代表性研究论文 :(按年代倒序排列,粗体突出本人和期刊名)

  1. Wentao Ji*, Zihua Chai*, Mengqi Wang*, Yuhang Guo, Xing Rong, Fazhan Shi, Changliang Ren, Ya Wang, and Jiangfeng Du, Spin Quantum Heat Engine Quantified by Quantum Steering, Physical Review Letters 128, 090602 (2022)

  2. Zhaokai Li, Zihua Chai, Yuhang Guo, Wentao Ji, Mengqi Wang, Fazhan Shi, Ya Wang, Seth Lloyd, Jiangfeng Du, Resonant quantum principal component analysis, Science Advances 7:eabg2589 (2021)

  3. Qi Zhang*, Yuhang Guo*, Wentao Ji*, Mengqi Wang, Jun Yin, Fei Kong, Yiheng Lin, Chunming Yin, Fazhan Shi, Ya Wang and Jiangfeng Du, High-fidelity single-shot readout of single electron spin in diamond with spin-to-charge conversion, Nature Communications 12:1529 (2021)

  4. Xiang-Long Yu*, Wentao Ji*, Lin Zhang, Ya Wang, Jiansheng Wu, and Xiong-Jun Liu, Quantum Dynamical Characterization and Simulation of Topological Phases With High-Order Band Inversion Surfaces, PRX Quantum 2, 020320 (2021)

  5. Wentao Ji*, Lin Zhang*, Mengqi Wang, Long Zhang, Yuhang Guo, Zihua Chai, Xing Rong, Fazhan Shi, Xiong-Jun Liu, Ya Wang, and Jiangfeng Du, Quantum Simulation for Three-Dimensional Chiral Topological Insulator, Physical Review Letters 125, 020504 (2020)

  6. Ya Wang, Wentao Ji, Zihua Chai, Yuhang Guo, Mengqi Wang, Xiangyu Ye, Pei Yu, Long Zhang, Xi Qin, Pengfei Wang, Fazhan Shi, Xing Rong, Dawei Lu, Xiong-Jun Liu, and Jiangfeng Du, Experimental observation of dynamical bulk-surface correspondence in momentum space for topological phases, Physical Review A 100, 052328 (2019)