Han Zhongjie
School
School of Mathematics
Professional Title
Associate professor
Contact Information
zjhan@tju.edu.cn
Building 32#, Room 441#, School of Mathematics, Tianjin Univeristy, Yaguan Road 135#, Jinnan District, Tianjin, China
Brief Introduction
Zhongjie Han is currently an associate professor in School of Mathematics, Tianjin University, China. He received M.S. from Department of Mathematics, Tianjin University in 2007 and Ph.D from Department of Automation, Tianjin University in 2010. He received the B.S. in the Department of Mathematics, Hebei University of Technology in 2004.
Education Background
- École Polytechnique, Paris| 2016
- Doctoral degree| Tianjin University| Control Theory and Control Engineering| 2010
- Master’s Degree| Tianjin University| Mathematics| 2007
- Bachelor’s Degree| Hebei University of Technology| Mathematics| 2004
Research Interests
- Networks of PDEs
- Stability Analysis for Infinite Dimensional Systems
- Distributed Parameter System Control
Positions & Employments
-
2017.8-2017.10
Department of Mathematics and Statistics | University of Minnesota Duluth, US | Visiting Scholar -
2015.3-2016.3
Basque Center for Applied Mathematics, Bilbao, Spain | Visiting Scholar -
2013.7-2019.12
Mathematics | Tianjin University | Associate Professor -
2010.3-2013.6
Mathematics | Tianjin University | Lecturer
Academic Achievements
- Papers
- [1] 1. Zhong-Jie Han*, Enrique Zuazua, Decay rates for elastic-thermoelastic star-shaped networks, Networks and Heterogeneous Media, 2017, 12: 461~488.
- [2] 2. Zhong-Jie Han*, Enrique Zuazua, Decay rates for 1-d heat-wave planar networks, Networks and Heterogeneous Media, 2016, 11: 655~692.
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- [3] 3. Zhong-Jie Han*, Gen-Qi Xu, Spectrum and stability analysis for a transmission problem in thermoelasticity with a concentrated mass, Zeitschrift für angewandte Mathematik und Physik, 2015, 66: 1717~1736.
- [4] 4. Zhong-Jie Han*, Gen-Qi Xu, Spectral analysis and stability of thermoelastic Bresse system with second sound and boundary viscoelastic damping Mathematical Methods in the Applied Sciences, 2015, 38: 94~112.
- [5] 5. Jing Wang, Zhong-Jie Han*, Gen-Qi Xu, Energy decay rate of transmission problem between thermoelasticity of type I and type II, Zeitschrift für angewandte Mathematik und Physik, online first, 2017.
- [6] 6. Zhong-Jie Han*, Gen-Qi Xu, Exponential decay in non-uniform porous- thermo-elasticity model of Lord-Shulman type, Discrete and Continuous Dynamical Systems-Series B, 2012, 17: 57~77.
- [7] 7. Hao-Yue Cui, Zhong-Jie Han*, Gen-Qi Xu, Stabilization for Schrodinger equation with a time delay in the boundary input, Applicable Analysis, 2016, 95: 963~977.
- [8] 8. Lei Wang, Zhong-Jie Han*, Gen-Qi Xu, Exponential-stability and super- stability of a thermoelastic system of type II with boundary damping, Discrete and Continuous Dynamical Systems-Series B, 2015, 20: 2733~2750.
- [9] 9. Zhong-Jie Han*, Gen-Qi Xu, Stability analysis of a thermo-elastic system of type II with boundary viscoelastic damping, Zeitschrift für angewandte Mathematik und Physik, 2012, 63: 675~689.
- [10] 10. Zhong-Jie Han, Gen-Qi Xu*, Output-based stabilization of Euler–Bernoulli beam with time-delay in boundary input, IMA Journal of Mathematical Control and Information, 2014, 31: 533~550
- [11] 12. Lei Wang, Zhong-Jie Han*, Gen-Qi Xu, Exponential stability of serially connected thermoelastic system of type II with nodal damping, Applicable Analysis, 2014, 93: 1495~1514.
- [12] 11. Zhong-Jie Han*, Gen-Qi Xu, Stabilization and SDG condition of serially connected vibrating strings system with discontinuous displacement, Asian Journal of Control, 2012, 14: 95~108.
Team
Group of Control Theory