Qinghua Liu

Dr. Qinghua Liu

orcid

Research Focus & Metrics

Academic Career Length

13Years (2014-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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8 December 2022 in Mechanical Systems and Signal Processing
Verified
Journal Article
Closed access
YZYing Zhang
Ying Zhang
QLQinghua Liu
Qinghua Liu
YLYaguo Lei
Yaguo Lei
Junyi CaoJunyi Cao
Junyi Cao
Wei-Hsin LiaoWei-Hsin Liao
Wei-Hsin Liao

4 March 2023 in Mechanical Systems and Signal Processing
Verified
Journal Article
Closed access
QLQinghua Liu
Qinghua Liu
Junyi CaoJunyi Cao
Junyi Cao
YZYing Zhang
Ying Zhang
ZZZhenyang Zhao
Zhenyang Zhao
GKGaëtan Kerschen
Gaëtan Kerschen
XJXingjian Jing
Xingjian Jing

28 August 2023 in Mechanical Systems and Signal Processing
Verified
Journal Article
Closed access
YZYing Zhang
Ying Zhang
QLQinghua Liu
Qinghua Liu
YLYaguo Lei
Yaguo Lei
Junyi CaoJunyi Cao
Junyi Cao
Wei-Hsin LiaoWei-Hsin Liao
Wei-Hsin Liao

30 July 2024 in Mechanical Systems and Signal Processing
Verified
Journal Article
Closed access
YZYing Zhang
Ying Zhang
YLYaguo Lei
Yaguo Lei
JCJunyi Cao
Junyi Cao
QLQinghua Liu
Qinghua Liu
WLWei-Hsin Liao
Wei-Hsin Liao

19 September 2014 in Knee Surgery, Sports Traumatology, Arthroscopy
Verified
Journal Article
Closed access
PDF file
QLQinghua Liu
Qinghua Liu
GZGuanghui Zhao
Guanghui Zhao
BYBin Yu
Bin Yu
JMJianbin Ma
Jianbin Ma
ZLZhong Li
Zhong Li
KZKun Zhang
Kun Zhang

24 September 2021 in Journal of Vibration and Acoustics
Verified
Journal Article
Open access
PDF file
QLQinghua Liu
Qinghua Liu
ZHZehao Hou
Zehao Hou
YZYing Zhang
Ying Zhang
XJXingjian Jing
Xingjian Jing
GKGaëtan Kerschen
Gaëtan Kerschen
Junyi CaoJunyi Cao
Junyi Cao
Strongly nonlinear structures have attracted a great deal of attention in energy harvesting and vibration isolation recently. However, it is challenging to accurately characterize the nonlinear restoring force using analytical modeling or cyclic loading tests in many realistic conditions due to the uncertainty of installation parameters or other constraints, including space size and dynamic disturbance. Therefore, a displacement-measurement restoring force surface identification approach is presented for obtaining the nonlinear restoring force. Widely known quasi-zero stiffness, bistable, and tristable structures are designed in a cantilever-beam system with coupled rotatable magnets to illustrate the strongly nonlinear properties in the application of energy harvesting and vibration isolation. Based on the derived physical model of the designed strongly nonlinear structures, the displacement-measurement restoring force surface identification with a least-squares parameter fitting is proposed to obtain the parameters of the nonlinear restoring force. The comparison between the acceleration integration and displacement differentiation methods for describing the restoring force surface of strongly nonlinear structures is discussed. Besides, the influence of the noise level on identification accuracy is investigated. In experimental conditions, quasi-zero stiffness, bistable, and tristable nonlinear structures with various geometrical parameters are utilized to analyze the identified nonlinear restoring force curve and measured force–displacement trajectory. Finally, experimental results verify the effectiveness of the displacement–measurement restoring force surface method to obtain the nonlinear restoring force.