Numerical simulation of the behavior of kinematically unstable slopes under dynamic influences

• Published in: Advanced engineering research (Rostov-na-Donu, Russia) Russia), 2022-01, Vol.21 (4), p.300-307
• Main Authors: Gaidzhurov, P. P, Saveleva, N. A., Trufanova, E. V.
• Format: Article
• Language: eng ; rus
• Subjects: drucker-prager model; dynamic modeling; finite element method; landslide process; newton-raphson method; slope
• ISSN: 2687-1653; 2687-1653
• DOI: 10.23947/2687-1653-2021-21-4-300-307

Introduction . The concept of estimating the dynamic parameters of the “base — weakened layer — block” system is proposed, taking into account the physical nonlinearity of the material and the kinematic method of excitation of vibrations. In accordance with this approach, the physical nonlinearity of the base and block material is considered using the Drucker- Prager model. The weakened layer is modeled by 3D spring finite elements. The verification procedure of the proposed methodology is carried out on the example of the dynamic calculation of the “base — weakened layer — slope” system. Materials and Methods . The computational experiments were performed using the ANSYS Mechanical software package in combination with a nonlinear solver based on the Newton-Raphson procedure. SOLID45 volumetric finite elements were used to discretize the computational domains. Combined elastic-viscous elements COMBIN14 were used to simulate the displacement of the block relative to the fixed base. Results . An engineering technique for the dynamic analysis of the stress-strain state of the “base — weakened layer — block” spatial system with kinematic method of excitation of vibrations is developed. The accuracy and convergence of the proposed method is investigated using specific numerical examples. Discussion and Conclusion . Based on the mathematic simulation performed, it is shown that the developed technique provides assessing the risks of the occurrence of real landslide processes caused by external non-stationary impacts.