Numerical modeling of the underground mining stope stability considering time-dependent deformations via finite element method

Abstract The main objective of this study is to evaluate the hanging wall stability of the mining stopes resulting from the open stope underground mining method, taking into account the exposure time of the wall sans any support, through numerical simulation, using an elasto-viscoplastic model formu...

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Bibliographic Details
Published in:REM - International Engineering Journal Vol. 77; no. 3
Main Authors: Lima, Marinésio Pinheiro de, Guimarães, Leonardo José do Nascimento, Gomes, Igor Fernandes
Format: Journal Article
Language:English
Published: Fundação Gorceix 2024
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Summary:Abstract The main objective of this study is to evaluate the hanging wall stability of the mining stopes resulting from the open stope underground mining method, taking into account the exposure time of the wall sans any support, through numerical simulation, using an elasto-viscoplastic model formulated for the finite element method. In order to carry out the simulation, a real application case was chosen: the extraction of a mining block from the underground zinc mine of Nexa Resources, in the municipality of Vazante-MG, which operates through the open stope mining method, where the values of unplanned dilution are known. The stability of the stope’s hanging wall was analyzed through two instability indicators, the horizontal displacements and the minor principal stress, simulated in a two-dimensional perpendicular section and in the center of the stope. The results obtained in the simulations were coherent with the real results that occurred in the stope, and with the rheological behavior of the rocks, since the unstable regions increase with the exposure time without any type of support used, which shows that the model used is a good alternative for prediction of the dilution and the evolution of instability areas of the stope wall according to its exposure time.
ISSN:2448-167X
2448-167X
DOI:10.1590/0370-44672023770080