Chao Han
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Research Subjects
Chao Han has a total of 5 co-authors. Here are the top co-authors by number of shared publications:
- Kaiyuan Liu
China Three Gorges Corporation Research Institute of Science and Technology, Beijing 100036, China
2 shared publications - Zhibao Nie
Geotechnical Engineering Laboratory, China Electric Power Research Institute, Beijing 102401, China
2 shared publications - Chengshun Xu
Beijing University of Technology
1 shared publication - Shijun Ding
State Grid Electric Power Engineering Research Institute Co., Ltd., Beijing 100163, China
1 shared publication - Yongfeng Cheng
China Electric Power Research Institute, Beijing 100055, China
1 shared publication
Latest Publications
- Open Access
- 28 October 2021
- Published by MDPI AG in Applied Sciences
- Vol. 11 (21) , 10098
Wavelet Packet Method for Locating Critical Slip Surface Using the Strength Reduction Method
When the finite element-strength reduction method is used for two-dimensional slope stability analysis for elastic-perfectly plastic material, the failure criterion usually adopts the criterion of plastic zone penetration. That is, when the slope is in the limit equilibrium state, the plastic zone goes through the slope from the toe to the top. Meanwhile, the critical slip surface is composed of a series of points of maximum equivalent plastic strain along the depth direction. By deploying a set of parallel lines approximately perpendicular to the slope surface and picking out the points of these lines with the maximum equivalent strain points, we obtain a series of points taking on a wave shape, which constitutes a signal function. Subsequently, the wavelet packet analysis is used to smooth these points, i.e., locating the critical slip surface. The analysis of classic examples and comparison with Spencer’s method show that the proposed method in this paper is reasonable and effective.
- 28 October 2021
- Published by MDPI AG in Applied Sciences
- Vol. 11 (21) , 10098
Open AccessWavelet Packet Method for Locating Critical Slip Surface Using the Strength Reduction Method
When the finite element-strength reduction method is used for two-dimensional slope stability analysis for elastic-perfectly plastic material, the failure criterion usually adopts the criterion of plastic zone penetration. That is, when the slope is in the limit equilibrium state, the plastic zone goes through the slope from the toe to the top. Meanwhile, the critical slip surface is composed of a series of points of maximum equivalent plastic strain along the depth direction. By deploying a set of parallel lines approximately perpendicular to the slope surface and picking out the points of these lines with the maximum equivalent strain points, we obtain a series of points taking on a wave shape, which constitutes a signal function. Subsequently, the wavelet packet analysis is used to smooth these points, i.e., locating the critical slip surface. The analysis of classic examples and comparison with Spencer’s method show that the proposed method in this paper is reasonable and effective.
- Open Access
- 2 April 2021
- Published by MDPI AG in Applied Sciences
- Vol. 11 (7) , 3169
Experimental Study on Deformation and Load Transfer Mechanisms of Symmetrical Batter Piles under Vertical Loading
Under the action of vertical loading, batter piles rarely appear individually, as they undergo horizontal and vertical displacements at the same time and produce a sizeable additional bending moment. However, previous studies have mainly focused on a single batter pile, which is inconsistent with engineering practices. Although single pile tests can easily reveal its working behavior, they also ignore two important factors, namely, the internal force redistribution caused by the deformation limitation of the mirror-like pile, and the interaction between the symmetrical piles and “clamped” soil (the soil between two symmetrical piles). Therefore, this paper took symmetrical batter piles as the test object to explore the influence of the two factors on the load transfer mechanism. Moreover, the deformation mode, distribution of inertial forces, and group effect of symmetrical batter piles were also discussed. The results showed that the “clamping effect” caused by the pile deformation had a significant impact on the load transfer. Under vertical loading, the flexible symmetrical floating batter piles were the only deformation mode. Under the constraint of the cap and mirror-like batter piles, the symmetrical conformation partially compensated for the disadvantage of the additional bending moment.
- 2 April 2021
- Published by MDPI AG in Applied Sciences
- Vol. 11 (7) , 3169
Open AccessExperimental Study on Deformation and Load Transfer Mechanisms of Symmetrical Batter Piles under Vertical Loading
Under the action of vertical loading, batter piles rarely appear individually, as they undergo horizontal and vertical displacements at the same time and produce a sizeable additional bending moment. However, previous studies have mainly focused on a single batter pile, which is inconsistent with engineering practices. Although single pile tests can easily reveal its working behavior, they also ignore two important factors, namely, the internal force redistribution caused by the deformation limitation of the mirror-like pile, and the interaction between the symmetrical piles and “clamped” soil (the soil between two symmetrical piles). Therefore, this paper took symmetrical batter piles as the test object to explore the influence of the two factors on the load transfer mechanism. Moreover, the deformation mode, distribution of inertial forces, and group effect of symmetrical batter piles were also discussed. The results showed that the “clamping effect” caused by the pile deformation had a significant impact on the load transfer. Under vertical loading, the flexible symmetrical floating batter piles were the only deformation mode. Under the constraint of the cap and mirror-like batter piles, the symmetrical conformation partially compensated for the disadvantage of the additional bending moment.