姜天舒｜同济大学｜学者主页

2026

Photonic non-Abelian topological insulators with six bands

Tianshu Jiang, Zhen‐Nan Tian, Ran Tao, Ruo-Yang Zhang, Chenyu Zhang, Qi‐Dai Chen, Zhanshan Wang, Xinbin Cheng, Che Ting Chan, Xu‐Lin Zhang

Nature Communications

DOI

2025

光子学中非阿贝尔能带拓扑的研究进展（特邀）

李昌泽，王占山，程鑫彬，姜天舒

《光学学报(网络版)》

2025

Hybrid skin-topological-Anderson effect in systems with gain and loss

Shuqiao Li, Linyuan Dou, Chenyu Zhang, Tianshu Jiang, Zeyong Wei, Zhanshan Wang, Xinbin Cheng

Communications Physics

DOI

2025

Three-dimensional nonreciprocal transport in photonic topological heterostructure of arbitrary shape

Mudi Wang, Ruo-Yang Zhang, Chenyu Zhang, Haoran Xue, Hongwei Jia, Jing Hu, Dongyang Wang, Tianshu Jiang, Che Ting Chan

Science Advances

DOI

2024

Observation of non-Hermitian boundary induced hybrid skin-topological effect excited by synthetic complex frequencies

Tianshu Jiang, Chenyu Zhang, Ruo-Yang Zhang, Yingjuan Yu, Zhenfu Guan, Zeyong Wei, Zhanshan Wang, Xinbin Cheng, Che Ting Chan

Nature Communications

DOI

2022

Two-dimensional non-Abelian topological insulators and the corresponding edge/corner states from an eigenvector frame rotation perspective

Tianshu Jiang, Ruo-Yang Zhang, Qing-Hua Guo, Biao Yang, C. Chan

Physical review B

DOI

2021

Disordered transmission-line networks with and without parity symmetry

Tianshu Jiang, Che-Ting Chan

EPJ Applied Metamaterials

DOI

2021

Four-band non-Abelian topological insulator and its experimental realization

Tianshu Jiang, Qing-Hua Guo, Ruo-Yang Zhang, Zhao-Qing Zhang, Biao Yang, C. Chan

Nature Communications

DOI

2020

周期与非周期传输线网络的物理与拓扑性质

姜天舒，肖孟，张昭庆，陈子亭

《物理学报》

2020

Physics and topological properties of periodic and aperiodic transmission line networks

Tianshu Jiang, Meng Xiao, Zhao-Qing Zhang, Che-Ting Chan

DOI

2020

Anomalous Anderson localization behavior in gain-loss balanced non-Hermitian systems

Tianshu Jiang, A. Fang, Zhao-Qing Zhang, Che-Ting Chan

Frontiers in Optics and Photonics

DOI

2020

Experimental observation of non-Abelian topological charges and edge states

Qing-Hua Guo, Tianshu Jiang, Ruo-Yang Zhang, Lei Zhang, Zhaohui Zhang, Biao Yang, Shuang Zhang, C. Chan

Nature

DOI

2019

Experimental demonstration of angular momentum-dependent topological transport using a transmission line network

Tianshu Jiang, Meng Xiao, Wen-Jie Chen, Le-Chen Yang, Yawen Fang, W. Tam, Che-Ting Chan

Nature Communications

DOI

2018

Dynamically encircling an exceptional point in anti-parity-time symmetric systems: asymmetric mode switching for symmetry-broken modes

Xu-Lin Zhang, Tianshu Jiang, Hong-Bo Sun, Che-Ting Chan

Light: Science & Applications

DOI

2016

A minimal discrete model for toroidal moments and its experimental realization

Hong Xiang, Lixin Ge, Liang Liu, Tianshu Jiang, Zhao-Qing Zhang, Che-Ting Chan, Dezhuan Han

DOI

Topological transmission line networks

Tianshu Jiang

DOI

姜天舒

精选作品

期刊论文

Photonic non-Abelian topological insulators with six bands

光子学中非阿贝尔能带拓扑的研究进展（特邀）

Hybrid skin-topological-Anderson effect in systems with gain and loss

Three-dimensional nonreciprocal transport in photonic topological heterostructure of arbitrary shape

Observation of non-Hermitian boundary induced hybrid skin-topological effect excited by synthetic complex frequencies

Two-dimensional non-Abelian topological insulators and the corresponding edge/corner states from an eigenvector frame rotation perspective

Disordered transmission-line networks with and without parity symmetry

Four-band non-Abelian topological insulator and its experimental realization

周期与非周期传输线网络的物理与拓扑性质

Physics and topological properties of periodic and aperiodic transmission line networks

Anomalous Anderson localization behavior in gain-loss balanced non-Hermitian systems

Experimental observation of non-Abelian topological charges and edge states

Experimental demonstration of angular momentum-dependent topological transport using a transmission line network

Dynamically encircling an exceptional point in anti-parity-time symmetric systems: asymmetric mode switching for symmetry-broken modes

A minimal discrete model for toroidal moments and its experimental realization

Topological transmission line networks

研究方向