Xueyou LI

Dr. Xueyou LI


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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3 September 2021 in Bulletin of Engineering Geology and the Environment
Verified
Journal Article
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ZYZhiyong Yang
Zhiyong Yang
JNJiayan Nie
Jiayan Nie
XPXing Peng
Xing Peng
DTDONG TANG
DONG TANG
XLXueyou LI
Xueyou LI

12 August 2023 in Bulletin of Engineering Geology and the Environment
Verified
Journal Article
Closed access
PDF file
XLXueyou LI
Xueyou LI
XLXian Liu
Xian Liu
YLYadong Liu
Yadong Liu
ZYZhiyong Yang
Zhiyong Yang
LZLimin Zhang
Limin Zhang

Verified
Journal Article
Open access
PDF file
JWJianhong WAN
Jianhong WAN
Rui BaiRui Bai
Rui Bai
XLXueyou LI
Xueyou LI
SLSi-Wei Liu
Si-Wei Liu
Assessment of the natural frequency of the offshore wind turbine (OWT) system is a critical task in design to avoid resonance. The natural frequency of the monopile supported OWT may change during operation and needs to be calculated regularly. Conventional numerical methods separately model different components of the OWT system using various element types, which require tedious data manipulations and are inefficient to assess the changing natural frequency of the monopile supported OWTs. This paper develops a unified beam-column element by directly integrating the soil-pile interactions in element formulation. The proposed method is applicable for different components of the OWT system, including the rotor, the tower, the transition piece, and the monopile foundation, which enables an integrated and efficient OWT analysis by using only one type of element. The pile-soil interactions are directly considered in the element formulation. The tedious soil spring elements are avoided. Definitions and formulations of the proposed element are provided and the numerical solution procedure for the natural frequency analysis of OWTs is illustrated. The accuracy of the proposed element is validated against several closed-form solutions and the distributed spring model. The proposed method is also applied to analyze the natural frequencies of six OWTs in practice. The calculated results are consistent with the field measured data.

Verified
Journal Article
Open access
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ZMZhenzhu Meng
Zhenzhu Meng
XLXueyou LI
Xueyou LI
SHShoujie Han
Shoujie Han
XWXiao Wang
Xiao Wang
JMJun Meng
Jun Meng
ZLZhipeng Li
Zhipeng Li
Landslide-generated waves are hazards that, commonly, exist in the natural world. The motion and deformation of a submerged landslide significantly affect the efficiency of the momentum transfer, between the slide material and the water body, and, thereby, dominate the characteristics of the associated waves. Therefore, investigating how the submerged sliding mass is moved and deformed is of great importance, not only for understanding the physical mechanism behind the slide–water interaction but also for optimizing the predictive models of the wave characteristics. In this study, we assumed the landslide as a viscoplastic fluid and used an ideal viscoplastic material, called Carbopol, to mimic a natural landslide, at the laboratory scale. We, first, determined the coordinates of three control points, including the frontal point, deepest point, and center of mass, so as to quantify the time evolution of the submerged slide motion. We, then, fit the maximums of the coordinates of the control points with an integrated parameter of the incoming landslide, with the support of experimental data. Results indicated that not only the wave features but also the submerged slide motion can be quantified by the slide parameters on impact.

3 September 2024 in International Journal for Numerical and Analytical Methods in Geomechanics
Verified
Journal Article
Closed access
JWJian‐Hong Wan
Jian‐Hong Wan
Shui-Hua JiangShui-Hua Jiang
Shui-Hua Jiang
XLXueyou LI
Xueyou LI
ZCZhilu Chang
Zhilu Chang

22 October 2025 in Bulletin of Engineering Geology and the Environment
Verified
Journal Article
Closed access
PDF file
YLYadong Liu
Yadong Liu
XLXian Liu
Xian Liu
ZYZhiyong Yang
Zhiyong Yang
XLXueyou LI
Xueyou LI
HHHesong Hu
Hesong Hu