A nonlinear dynamical model for the evolution of landslide is proposed. The parameters of this model are obtained through an improved iterative algorithm of inversion developed in the paper. Based on the nonlinear dynamical model and nonlinear dynamical systems (NDS) theory, the approaches to determining the Lyapunov exponents, the predictable timescale and the stability criterion of the evolutional state of landslide are given. A case study of the Xintan slope is presented to illustrate the capability and merit of the nonlinear dynamical model.link_to_subscribed_fulltex
Shallow slopes in clayey colluvial covers are often involved in progressive downhill motion with dis...
Various theoretical postulates regarding the origin of degradational slopes have been investigated. ...
Understanding and quantifying the evolution of landslides are research topics that have always engag...
This paper presents a nonlinear cusp catastrophe model of landslides and discusses the conditions le...
A cusp catastrophe model is presented and the necessary and sufficient conditions leading to landsli...
Recent nonlinear dynamical systems (NDS) techniques have been developed to analyse chaotic time seri...
This paper further examines the possibility of modelling landslide as a consequence of the unstable ...
International audienceSlope movements (e.g. landslides) are dynamic systems that are complex in time...
Abstract—Current researches on landslide prevention are mostly based on time-displacement curve or s...
This paper proposes a new, physically based, and mathematically consistent method for predicting the...
Understanding and quantifying the time evolution of landslides has always engaged researchers becaus...
The paper presents a time-dependent 2D numerical model which has been developed with the purpose of ...
In present paper, model of infinite creeping slope with Dieterich-Ruina rate-and state-dependent fri...
Understanding and quantifying the time evolution of landslides has always engaged researchers becaus...
A numerical model for studying the dynamic evolution of landslides is presented. The numerical model...
Shallow slopes in clayey colluvial covers are often involved in progressive downhill motion with dis...
Various theoretical postulates regarding the origin of degradational slopes have been investigated. ...
Understanding and quantifying the evolution of landslides are research topics that have always engag...
This paper presents a nonlinear cusp catastrophe model of landslides and discusses the conditions le...
A cusp catastrophe model is presented and the necessary and sufficient conditions leading to landsli...
Recent nonlinear dynamical systems (NDS) techniques have been developed to analyse chaotic time seri...
This paper further examines the possibility of modelling landslide as a consequence of the unstable ...
International audienceSlope movements (e.g. landslides) are dynamic systems that are complex in time...
Abstract—Current researches on landslide prevention are mostly based on time-displacement curve or s...
This paper proposes a new, physically based, and mathematically consistent method for predicting the...
Understanding and quantifying the time evolution of landslides has always engaged researchers becaus...
The paper presents a time-dependent 2D numerical model which has been developed with the purpose of ...
In present paper, model of infinite creeping slope with Dieterich-Ruina rate-and state-dependent fri...
Understanding and quantifying the time evolution of landslides has always engaged researchers becaus...
A numerical model for studying the dynamic evolution of landslides is presented. The numerical model...
Shallow slopes in clayey colluvial covers are often involved in progressive downhill motion with dis...
Various theoretical postulates regarding the origin of degradational slopes have been investigated. ...
Understanding and quantifying the evolution of landslides are research topics that have always engag...