题目

Manipulation of Light with Optical Metasurfaces: from Classical to Quantum 

报告人

Prof. Mu Wang (王牧）

Nanjing University 

时间

2024年9月30日（星期一）上午10：00

地点

物质科学教研楼BC连廊三楼会议室

王牧教授于1984年和1991年分别获得南京大学学士和博士学位。1994年获首届“国家杰出青年科学基金”的资助。2006-2014年间任南京大学固体微结构物理国家重点实验室主任。2014年4月至2024年5月期间任Physical Review Letters副主编、Physical Review Materials主编和美国物理学会刊物中国地区协调人。曾任中国结晶学会副理事长、常务理事；中国物理学会常务理事；国际晶体生长组织（IOCG）常务理事；国际纯粹与应用物理联合会凝聚态结构与动力学委员会（C10）委员；美国物理学会国际科学事务委员会（CISA）委员。2004年当选英国物理学会Fellow，2012年当选美国物理学会Fellow，2018年当选美国光学学会Fellow。

王牧教授的研究领域包括人工微结构材料与电磁波的相互作用、人工微结构材料在量子信息中的应用，以及材料制备和生长过程中的物理问题。

报告摘要

Quantum entanglement is the cornerstone of quantum communication and computation. The generation and distribution of entangled quantum states are fundamental to ensure seamless communications across various network nodes. Yet traditional optical elements like waveplates and polarization beam splitters are usually bulky and heavy and do not meet the requirements for miniaturizing and integrating information systems. Metasurfaces offer a solution to resolve these challenges. Here, we present our studies on polarization transformation, distribution, entangle- ment, and multiplexing with optical metasurfaces, which significantly miniaturize optical systems. By introducing geometrical-scaling-induced (GSI) phase modulations, we can generate different types of polarization states simultaneously from a single metasurface. Further, we demonstrate that the entangled photon pairs may interact with metasurface building blocks with the GSI phase and transform into two-photon entangled states with the desired polarization. Two metasurfaces, each simultaneously distributing polarization-entangled photons to spatially separated multiple channels M (N), accomplish M × N channels of entanglement distribution and transformation. We also show a strategy to break the fundamental limit of polarization multiplexing capacity of meta-surfaces by introducing the engineered noise to the precise solution of Jones matrix elements. The conventional restriction of polarization multiplexing roots from the dimension constraint of the Jones matrix. This approach suggests a new paradigm for high-capacity optical displays, information encryption, and data storage.

References

[1] Y. J. Gao, Z. Wang, Y. Jiang, R. W. Peng, Z. Wang, D. Qi, R. Fan, W. Tang, and Mu Wang, Phys. Rev. Lett. 129, 023601 (2022).

[2] Y.J. Gao, X. Xiong, Z. Wang, F. Chen, R.W. Peng, and M. Wang, Phys. Rev. X 10, 031035 (2020).

[3] Y.-J. Gao, Z. Wang, W. Tang, X. Xiong, Z. Wang, F. Chen, R.W. Peng, and M. Wang, Phys. Rev. B 104, 125419 (2021).

[4] B. Xiong, Yu Liu, Y. Xu, L. Deng, C.W. Chen, J. Wang, R.W. Peng, Y. Lai, Y. M. Liu, M. Wang,, Science 379, 294 (2023).

[5] HC Chu, X Xiong, YJ Gao, J Luo, H Jing, CY Li, RW Peng, M. Wang, Y Lai, Science Advances 7, eabj0935 (2021).

[6]  H. Chu, X. Xiong, N. X. Fang, F. Wu, Runqi Jia, Ruwen Peng, Mu Wang, Yun Lai, Science Advances 10, eadm8061 (2024).