2022
DOI: 10.1007/s11069-022-05276-0
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Evaluating the stability of Outang landslide in the Three Gorges Reservoir area considering the mechanical behavior with large deformation of the slip zone

Abstract: The large deformation mechanical properties of slip zone soil play an important role in the stability evolution of landslide. The traditional landslide stability evaluation method can only be used to calculate a single stability factor, which cannot dynamically evaluate the landslide stability as it evolves. The large deformation mechanical properties of slip zone soil from Outang landslide in the Three Gorges Reservoir area are investigated by the indoor repeated direct shear test. Based on the damage theory,… Show more

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Cited by 24 publications
(8 citation statements)
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“…In the above shear constitutive model of slip zone soil, Ks=Gnormalsh${K_{\rm{s}}} = \frac{{{G_{\rm{s}}}}}{h}$, 25 where the shear modulus ( G s ) is a constant, so the shear stiffness ( K s ) is inversely proportional to the slip zone thickness ( h ). By comparing the shear stiffness (Ks=Gnormalsh${K_{\rm{s}}} = \frac{{{G_{\rm{s}}}}}{h}$) corresponding to the average thickness ( h ) and the shear stiffness (Knormals=Gnormalsh${K_{\rm{s}}}^\prime = \frac{{{G_{\rm{s}}}}}{{h^{\prime}}}$) corresponding to the thickness h ', it can be obtained that: Knormalsbadbreak=hhKs\begin{equation}{K_{\rm{s}}}^\prime = \frac{h}{{h^{\prime}}}{K_{\rm{s}}}\end{equation}where K S ' is the shear stiffness corresponding to h '.…”
Section: Discussionmentioning
confidence: 99%
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“…In the above shear constitutive model of slip zone soil, Ks=Gnormalsh${K_{\rm{s}}} = \frac{{{G_{\rm{s}}}}}{h}$, 25 where the shear modulus ( G s ) is a constant, so the shear stiffness ( K s ) is inversely proportional to the slip zone thickness ( h ). By comparing the shear stiffness (Ks=Gnormalsh${K_{\rm{s}}} = \frac{{{G_{\rm{s}}}}}{h}$) corresponding to the average thickness ( h ) and the shear stiffness (Knormals=Gnormalsh${K_{\rm{s}}}^\prime = \frac{{{G_{\rm{s}}}}}{{h^{\prime}}}$) corresponding to the thickness h ', it can be obtained that: Knormalsbadbreak=hhKs\begin{equation}{K_{\rm{s}}}^\prime = \frac{h}{{h^{\prime}}}{K_{\rm{s}}}\end{equation}where K S ' is the shear stiffness corresponding to h '.…”
Section: Discussionmentioning
confidence: 99%
“…Based on the damage theory, reported studies have proposed a shear constitutive model of slip zone considering the shear mechanical behavior with large displacement. 25 The shear constitutive model can quantitatively describe the relationship between shear stress and shear displacement during the shear deformation process of slip zone soil with strain softening characteristics (Figure 2). The shear constitutive model of slip zone soil is as follows:…”
Section: Shear Constitutive Model and Shear Strength Of Slip Zone Soilmentioning
confidence: 99%
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“…To prevent or alleviate the occurrence of slope disasters, it is of great significance to provide timely and accurate predictions of slope stability. In recent years, Chinese and foreign scholars have continuously established new research models in the study of slope stability evaluation through combining interdisciplinary knowledge, effectively promoting the development of slope stability evaluation study [1][2][3][4][5][6][7]. At present, the evaluation and prediction methods of slope stability include the rigid limit equilibrium calculation method and the elastic-plastic theoretical calculation method.…”
Section: Introductionmentioning
confidence: 99%