Pingbao Yin

Dr. Pingbao Yin

School of Civil Engineering, Changsha University of Science & Technology, Changsha 410114, China
orcid

Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

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

Representative Publications

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1 January 2018 in Advances in Civil Engineering
Verified
Journal Article
Open access
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PYPingbao Yin
Pingbao Yin
WHWei He
Wei He
Zhaohui YangZhaohui Yang
Zhaohui Yang
A simplified nonlinear method was proposed to evaluate lateral behavior of a pile located in or nearby a slope, based on the traditional p‐y method. This method was validated with field test results of a steel pipe pile in clay and model tests of piles in sand slopes. The comparison indicated that the calculated horizontal displacement and bending moment of piles agree well with experimental results. Then, parametric studies were performed, and it shows that horizontal displacement, rotation, bending moment, and shear force increase along with increasing slope angles; the depth of maximum moment locates at about 1.6 D below ground surface for horizontal ground, while this value turns to be about 3.6 D and 5.6 D for sloping ground of 30° and 60°, respectively. The study clearly shows that slope angle has a significant effect on the deflection and lateral capacity of piles.

Verified
Journal Article
Open access
PDF file
PYPingbao Yin
Pingbao Yin
WWwangkang wang
wangkang wang
LCLu Chen
Lu Chen
YZYongjie Zhang
Yongjie Zhang
KYKaibo Yang
Kaibo Yang
JWJie Wang
Jie Wang
In order to study the influence of the creep of soft soil and the corrosion damage of reinforced concrete on the horizontal bearing behavior of piles, the novel p-y curve model was established considering the time-varying characteristics of soil parameters. The attenuation law of the bending stiffness of reinforced concrete piles under chloride erosion was analyzed by introducing the bending stiffness reduction factor. The limit state function of pile reliability analysis was then established considering the time-varying characteristics. The reliability index of a pile under horizontal displacement failure mode was obtained using the quadratic response surface method. Finally, the sensitivity analysis of random variables (cohesion, internal friction angle, concrete cover, and chloride concentration) on the time-varying reliability of a pile under horizontal displacement failure mode was carried out. The influence of the distribution types of soil parameters on the time-varying reliability was considered. The results show that the load-bearing characteristics of the horizontally loaded pile are impacted significantly by the time-varying characteristics of the soil. The maximum horizontal displacement of the pile increases nonlinearly with the increase in service time. When the horizontal displacement failure mode occurs, the variability in the internal friction angle has a significant impact on the reliability of the pile. The reliability index decreases nonlinearly with an increase in service time. When the soil parameters obey the extreme value type I distribution, the corresponding reliability index is greater than that of log-normal distribution and normal distribution.

14 May 2024 in Construction and Building Materials
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Journal Article
Closed access
PYPingbao Yin
Pingbao Yin
JWJunjie Wang
Junjie Wang
WHWei He
Wei He
SWShuqin Wang
Shuqin Wang
XLXin Li
Xin Li
ZJZhuo Jia
Zhuo Jia

1 September 2023 in Journal of Cold Regions Engineering
Verified
Journal Article
Closed access
PYPingbao Yin
Pingbao Yin
FSFengqi Shen
Fengqi Shen
Zhaohui YangZhaohui Yang
Zhaohui Yang
WWWei Wen
Wei Wen
XTXianwu Tang
Xianwu Tang

18 April 2026 in Transportation Geotechnics
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Journal Article
Closed access
RWRenchang Wang
Renchang Wang
YZYongjie Zhang
Yongjie Zhang
PTPo Tao
Po Tao
YGYipeng Guo
Yipeng Guo
PYPingbao Yin
Pingbao Yin
ZYZongbao Yang
Zongbao Yang

1 September 2025 in Journal of Cold Regions Engineering
Verified
Journal Article
Closed access
KYKaibo Yang
Kaibo Yang
PYPingbao Yin
Pingbao Yin
XZXiaoxi Zhang
Xiaoxi Zhang
WHWei He
Wei He
XTXianwu Tang
Xianwu Tang
ZJZhuo Jia
Zhuo Jia