Citation: | Liang Kong, Zhen-fei Zhang, Qing-meng Yuan, Qian-yong Liang, Yao-hong Shi, Jin-qing Lin, 2018. Multi-factor sensitivity analysis on the stability of submarine hydrate-bearing slope, China Geology, 1, 367-373. doi: 10.31035/cg2018051 |
There are many factors affecting the instability of the submarine hydrate-bearing slope (SHBS), and the interaction with hydrate is very complicated. In this paper, the mechanical mechanism of the static liquefaction and instability of submarine slope caused by the dissociation of natural gas hydrate (NGH) resulting in the rapid increase of pore pressure of gas hydrate-bearing sediments (GHBS) and the decrease of effective stress are analyzed based on the time series and type of SHBS. Then, taking the typical submarine slope in the northern South China Sea as an example, four important factors affecting the stability of SHBS are selected, such as the degree of hydrate dissociation, the depth of hydrate burial, the thickness of hydrate, and the depth of seawater. According to the principle of orthogonal method, 25 orthogonal test schemes with 4 factors and 5 levels are designed and the safety factors of submarine slope stability of each scheme are calculated by using the strength reduction finite element method. By means of the orthogonal design range analysis and the variance analysis, sensitivity of influential factors on stability of SHBS are obtained. The results show that the degree of hydrate dissociation is the most sensitive, followed by hydrate burial depth, the thickness of hydrate and the depth of seawater. Finally, the concept of gas hydrate critical burial depth is put forward according to the influence law of gas hydrate burial depth, and the numerical simulation for specific submarine slope is carried out, which indicates the existence of critical burial depth.
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Submarine landslide and BSR.
Time-sequence relations between the gas hydrate and the landslide.
Submarine hydrate-bearing slope (SHBS) model.
Finite element meshing diagram of submarine hydrate-bearing slope (SHBS) model.
Plastic strain distribution under different reduction coefficients Fr (Scheme 1).
Relationship between buried depth of hydrate and the safety factor under different degree of dissociation.