Jin Zhang

Dr. Jin Zhang

orcid
Chengdu University of Technology: Chengdu, Sichuan, CN; Asso...

Research Focus & Metrics

Academic Career Length

7Years (2020-Present)

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

Representative Publications

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25 September 2025 in Engineering Structures
Verified
Journal Article
Closed access
GZGao Zhang
Gao Zhang
Chang HeChang He
Chang He
JZJin Zhang
Jin Zhang
YZYikun Zhai
Yikun Zhai
ZZZhongyao Zhang
Zhongyao Zhang
WGWei Guo
Wei Guo

1 December 2020 in Soil Dynamics and Earthquake Engineering
Verified
Journal Article
Closed access
ZCZhi-Qiang Chen
Zhi-Qiang Chen
SZShixiong Zheng
Shixiong Zheng
JZJin Zhang
Jin Zhang
CDChao Dang
Chao Dang
Kai WeiKai Wei
Kai Wei
XLXi Li
Xi Li

1 October 2021 in Structures
Verified
Journal Article
Closed access
ZCZhi-Qiang Chen
Zhi-Qiang Chen
SZShi-Xiong Zheng
Shi-Xiong Zheng
JZJin Zhang
Jin Zhang
HJHongyu Jia
Hongyu Jia

14 September 2024 in Advances in Bridge Engineering
Verified
Journal Article
Open access
PDF file
GZGao Zhang
Gao Zhang
JZJin Zhang
Jin Zhang
YLYang Liu
Yang Liu
YCYating Cao
Yating Cao
In order to assess the damage condition of bridge components for a large-span rigid bridge in a soft clay site in a mountainous area in China southwest, a finite element model of a large-span rigid bridge is established based on the OpenSees software, and the joint probability density distribution function of the ground motion strength and seismic demand and the marginal distribution function of the ground motion are introduced into the kernel density function. As a basis to get the method of calculating the fragility of the bridge members, and the method is verified for its feasibility, on this basis, the damage condition of the bridge components are analyzed, and finally the damage condition of the bridge system are analyzed by the first-order bounds method and the improved PCM method (IPCM). The results showed that: (1) Kernel density method (KDE) can effectively calculate the damage probability of each component, for example, under ground motions with PGA equal to 0.2 g, the probability of slight damage of the 1# pier is 29%, that of the intermediate consolidation pier (2# pier ~ 4# pier) is about 90%; the probability of slight damage of the 1# bearing is 48%, and that of the 2# bearing is 87%. (2) Reasonable value of the expansion joints can effectively reduce the probability of main beam collision. In this investigation, the value is taken as 0.18 m ~ 0.24 m. (3) The bridge system is more likely to be damaged than a single component in the system, and the damage probability of a single component cannot be used as a criterion for the bridge system in the actual working condition. Comparing the first-order boundary law with the IPCM method, the IPCM method has higher accuracy.

16 March 2020 in Shock and Vibration
Verified
Journal Article
Open access
PDF file
JZJin Zhang
Jin Zhang
KCKe-Jian Chen
Ke-Jian Chen
NJNeng-Pan Ju
Neng-Pan Ju
SZShixiong Zheng
Shixiong Zheng
HJHong-Yu Jia
Hong-Yu Jia
DYDa-Ping Yuan
Da-Ping Yuan
To study the nonlinear seismic behavior and seismic resistance of the long-span cable-stayed bridges subjected to earthquakes, the multidimensional and multisupported artificial ground motions are synthesized first based on the in situ site conditions of the bridge considering the coherent and traveling wave effects. Then, considering the material nonlinearity of the cable-stayed bridge, a 3D finite element model is established based on the OpenSees platform, and the nonlinear seismic response analysis of the bridge is carried out under the synthetic artificial ground motions. The nonlinear seismic response of main bridge components such as piers, towers, bearings, and cables is analyzed, and key conclusions and observations are drawn.

26 October 2024 in Scientific Reports
Verified
Journal Article
Open access
PDF file
JZJin Zhang
Jin Zhang
XLXiang Liu
Xiang Liu
YCYa-Ting Cao
Ya-Ting Cao
KCKe-Jian Chen
Ke-Jian Chen
YGYu-Feng Gao
Yu-Feng Gao
HGHeng Guo
Heng Guo
Active faults along railways in the mountainous regions of western China pose significant challenges to bridge safety. To ensure the safe operation of long-span railway bridges under complex geological conditions, this study investigates the synthesis of artificial ground motions for bridges crossing strike-slip faults and analyzes their nonlinear seismic response. First, we develop a theoretical method for simulating high- and low-frequency seismic motions using a finite fault and an equivalent velocity pulse model. Next, using a specific long-span railway cable-stayed bridge as a case study, we construct a nonlinear finite element model with OpenSees software. Finally, we assess the seismic response of key bridge components considering various crossing angles, seismic amplitudes, fault rupture directivity, and fling-step effects. The results show that the crossing angle significantly influences the seismic response, with longitudinal and transverse responses exhibiting opposite patterns. Additionally, the scaling factor of seismic motion significantly affects bridge response. For bridges crossing strike-slip faults, the longitudinal response exhibits a sudden increase in displacement due to instantaneous velocity pulses, while the transverse response shows notable residual displacement influenced by the fling-step effect. However, the critical section curvatures of bridge towers and piers remain within the elastic range across all crossing angles, indicating that controlling large displacement deformations is crucial for the seismic design of bridges crossing strike-slip faults.