School of Mechanical Engineering
Professor
vice dean
Dynamics and Control
022-27409924
sqcao@tju.edu.cn
No.135, Yaguan Road in Haihe Education Park, Jinnan District, Tianjin, P.R. China
Dr. Shuqian Cao, who received his Ph.D. in Dynamics and Control from Tianjin University, is currently a professor of Mechanics in the School of Mechanical Engineering, Tianjin University. He is now the vice dean of the school, director of Tianjin Key Laboratory of Nonlinear Dynamics and Control, council member of Chinese Society for Vibration Engineering (CSVE), vice chairman of the committee of Modal Analysis and Test Professional of CSVE, committee member of Rotor Dynamics of CSVE.
- BS| Tianjin University| Applied Mechanics| 1984
- ME| Tianjin University| General Mechanics/Dynamics and Control| 1989
- PhD| Tianjin University| General Mechanics/Dynamics and Control| 2003
- Another of his interests is in the dynamics and control of piezoelectric structures. He and his co-workers have developed several types of bistable piezo-magneto-elastic energy harvesters.
- Professor Cao's research effort is focused on machine and structure dynamics, especially on the theory and applications of nonlinear dynamics in rotary machines, covering the fields of aero-engines, gas turbines and combustion engines.
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1984.7-1986.7
Department of Basic Subject | College of Hebei Mining and Metallurgy | Assistant Professor -
1989.3-2019.12
School of Mechanical Engineering | Tianjin University | vice dean | Lecture, Associate Professor, Professor
- Papers
- [1] Primary resonance of a disk-type stator for rotary traveling wave ultrasonic motor
- [2] Second-order approximation of primary resonance of a disk-type piezoelectric stator for traveling wave vibration
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- [3] Dynamic modeling and analysis of a bistable piezoelectric cantilever power generation system
- [4] Numerical and experimental studies on nonlinear dynamics and performance of a bistable piezoelectric cantilever generator. Shock and Vibration
- [5] A modified Lindstedt-Poincaré method for obtaining periodic resonant solutions of nonlinear non-autonomous oscillators
- [6] Analysis of chaos behaviors of a bistable piezoelectric cantilever power generation system by the second order Melnikov function
- [7] Theoretical study of the natural frequencies of a cantilever beam under dry friction
- [8] Routes to bursting oscillations in a modified van der Pol–Duffing oscillator with slow-varying periodic excitation