Support Design for the Underground Metal Mine Using Numerical Modelling Techniques

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Authors

  • Assistant Professor, Department of Mining Engineering, University of Engineering (KU), Kothagudem 507 101 ,IN
  • Professor, Department of Mining Engineering, IIT Kharagpur 721 302 ,IN

Keywords:

Finite Element Model, Rib Pillars, Stope, Joints, Principal Stress and Bolt.

Abstract

A virgin chromite orebody located in eastern India is planned to be extracted by sub-level open stoping method. The portal of the decline and vertical shaft is planned to locate in the footwall side of the orebody to access the deposit. Design of proper supporting system for the underground stope is important for the safe extraction of orebody. In this paper, two dimensional finite element modelling techniques have been employed to determine the stress and displacement distributions around the stope and rib pillar and also estimated the tensile zone that may occur in the crown, sill and rib pillars. Based on development of the stress, displacement and tensile zone in the roof and rib pillar; roof bolting grid pattern is established.

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Published

2022-10-23

How to Cite

Islavath, S. R., & Deb, D. (2022). Support Design for the Underground Metal Mine Using Numerical Modelling Techniques. Journal of Mines, Metals and Fuels, 66(10), 764–769. Retrieved from https://informaticsjournals.co.in/index.php/jmmf/article/view/31796

 

References

Deb, D., Mukhopadhyay, S. K. and Suman, R. (2007): “Efficacy of numerical analysis on stability of stope applying three dimensional finite element method for a chromite orebody.” Journal of the Mining, Geological & Metallurgical Institute of India. 2007; 10: 83-93.

Islavath, S. R. (2012): Stability analysis of vertical shaft, decline and stope pillars using numerical modelling techniques. M Tech thesis. IIT Kharagpur, India. 2012.

Islavath, S. R., Deb, D. and Bharti, S. (2015): “Design of lining for a mine shaft and decline using numerical modelling techniques.” ISRM (India) Journal. 2015; 4(1):28-34.

Martin, C. D. and Maybee, W. G. (2000): “The strength of hard rock pillars.” International Journal of Rock Mechanics and Mining Sciences. 2000; 1239-1246.

Agustawijaya, D. S. (2006): “The uniaxial compressive strength of soft rock.” International Journal of Rock Mechanics and Mining Sciences. 2006; 241-246.

Bathe, K. G. (1995): Finite element procedure. Eglewood Cliffs, NJ: Prentice Hall. 1995.

Deb, D. (2011): Finite element method concepts and applications in geo mechanics. PHI Learning Pvt Limited, 2nd Edition, New Delhi, India. 2011; 259-305.

Gioda, G. and Swoboda, G. (1999): “Developments and applications of the numerical analysis of tunnels in continuous media.” International Journal for Numerical and Analytical Methods in Geomechanics. 1999; 1-2.

Brady, B. H. G. and Brown, E. T. (2007): Rock mechanics for underground mining, third edition. Springer publication. 2007.