Hang Cen

Dr. Hang Cen


Research Focus & Metrics

Academic Career Length

3Years (2024-Present)

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

Representative Publications

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29 November 2024 in Geotechnical and Geological Engineering
Verified
Journal Article
Closed access
PDF file
JZJunnan Zhao
Junnan Zhao
ZZZong Zhongling
Zong Zhongling
YHYunhan Huang
Yunhan Huang
PJPai Jiang
Pai Jiang
WJWei Jin
Wei Jin
HCHang Cen
Hang Cen

29 November 2024 in Geotechnical and Geological Engineering
Verified
Journal Article
Closed access
PDF file
JZJunnan Zhao
Junnan Zhao
ZZZong Zhongling
Zong Zhongling
HCHang Cen
Hang Cen
PJPai Jiang
Pai Jiang
WDWen-Long Ding
Wen-Long Ding
HHHong-Zhang Huang
Hong-Zhang Huang

17 October 2026 in Scientific Reports
Verified
Journal Article
Open access
PDF file
WSWang Shiwei
Wang Shiwei
LSLi Sihua
Li Sihua
HCHang Cen
Hang Cen
Vertical cyclic uplift of single-helix anchors in soft clay can induce stiffness degradation, excess pore-pressure accumulation, and residual displacement. This study established an experimental–finite element–theoretical framework for preliminary assessment. A two-dimensional axisymmetric finite element model of the anchor–soil system was built from benchmark tests. An improved cyclic bounding-surface clay model included small-strain stiffness, cyclic hardening, plastic displacement accumulation, and pore-pressure generation.The finite element model was evaluated against the T1 cyclic uplift test with a 26 mm shaft. Numerical results reproduced displacement trends, captured the transition from shallow wedge uplift to deep local flow-around failure, and clarified excess pore-pressure development around the helix during cyclic uplift. A cyclic Q–z model combined a hyperbolic monotonic backbone, analytical ultimate-capacity bound, bounding-surface mapping, moving projection center, and cyclic degradation parameters. The model describes path dependence, stiffness degradation, and residual displacement accumulation at the anchor head. The calculations examined the effects of embedment depth, shaft diameter, mean load, and cyclic amplitude on peak and residual displacement. Cyclic interaction diagrams indicated rapid ratcheting when the maximum cyclic load approached 0.4–0.5 \(Q_u\). The framework provides a practical method for preliminary cyclic uplift assessment of single-helix anchors in soft clay.