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EVALUATION OF SLOPE STABILITY FOR
WASTE ROCK DUMPS IN A MINE
Outline of the Presentation
 Objective of the Study.
 Methodology.
 Literature Review.
 Factors which Influencing Slope Stability of dump.
 Modes of slope failure.
 Slope Stability Assessment.
 Input parameters for the Numerical Modeling.
 Numerical models
 Conclusions
 References.
Objectives
The prime objectives of the project are addressed
towards:
– Evaluating stability of waste dump in an open cast mine
– Optimizing the stability of dump slopes in an opencast mine using
numerical models
Methodology
• Extensive literature review has been carried out for understanding the
different modes of slope failures.
• Numerical model FLAC/Slope was critically reviewed for its application to
evaluation of the stability of slopes.
• Field investigations
• Information/data has been collected from a case study of a mine, as well as
from the literature.
• Parametric studies have been conducted through FLAC/Slope to study the
effect of cohesion and friction angle.
 Slope stability problem is the greatest problem faced by the open pit mining
and civil engineering areas.
 An understanding of geology, hydrology, and rock properties is the central to
applying slope stability principles properly.
 In slope stability analysis we determine the Factor of Safety as a ratio of
resisting forces to driving forces
Fs = Resisting Force / Driving Force
 Theoretically, any slope with a Factor of Safety less than one will fail and any
slope with a factor of safety greater than one will not.
 Design focuses on the rock slope parameters and geometry that will provide the
maximum factor of safety.
INTRODUCTION
Factors affecting slope stability of a dump
– Grain Size Distribution of the waste rock (dump) material.
– Atterberg limits like Liquid limit, Plastic limit ,Shrinkage limit and Plasticity
index.
– Co-efficient of permeability
– Bulk density of dump mass
– Shear strength parameters
Geo technical parameters:
• Effect on the shear strength parameters of dump materials due to water
saturation during rainy season.
• Upward thrust of water i.e. hydro-static force due to accumulated water table
within the dump.
• Seepage force of water due to accumulated water table within the dump.
• Seepage due to surface drainage of water flowing through the gullies formed
at the Surface of the dump.
Hydro-geological parameters influencing dump Slope Stability:
Geo-mining parameters
• Mine floor inclination
• Seismicity of the area and blast vibration of quarry on the dump
• Profile of the dump
Modes of Slope Failure
• Plane failure
• Wedge failure
• Circular failure
• Toppling Failure
Assessment of Slope Stability
Numerical Modelling using FLAC2D Version5.0.
FLAC/Slope is a mini-version of FLAC that is designed specifically to
perform factor-of-safety calculations for slope stability analysis, which is
operated entirely from FLAC’s graphical interface.
FLAC/Slope provides an alternative to traditional “limit equilibrium”
programs to determine factor of safety.
In contrast, it provides a full solution of the coupled stress/displacement,
equilibrium and constitutive equations.
Given a set of properties, the system is determined to be stable or unstable,
by automatically performing a series of simulations while changing the strength
properties, the factor of safety can be found to correspond to the point of
stability.
Rock Mass Density
(kN/m3)
Cohesion
(Kpa)
Angle of Internal
Fricton
Slope Angle
16.8 40 23˚ 28˚
Input Parameters for the Numerical Modeling
Parametric studies of the past “case study” were conducted
through numerical models (FLAC/Slope) to study the effect of
cohesion (30-50 kPa) and friction angle (18°-26° at the interval
of 2°) and slope angle was varied from 22° to 34°.
Dump Foundation Dump Material
Cohesion ( kPa) 85 40
Friction Angle ( °) 28 23
Bulk density ( kN/m³) 19.6 16.8
Case study from Block – II, OCP, BCCL
Angle of repose for each lift = 37°
Overall height of dump = 90m
Each lift = 30m
Each bench width = 25m
Overall slope angle = 28°
140 m
90 m
35•
Slope Geometry of the Model
Fine grid mesh of the Model
Input Parameters for the Study of Models: -
Table 1.1 Safety factors for various slope angles (rise = 90m)
Sl. No. Slope angle (°) Cohesion (kPa) Friction angle(°) Factor of Safety
1. 22 40 23 1.38
2. 25 40 23 1.28
3. 28 40 23 1.19
4. 31 40 23 1.09
5. 34 40 23 0.98
Fig.1a.) Rise = 90m, C= 40 kPa, Slope angle= 28°, Friction angle = 23° (FOS = 1.19)
FLAC/SLOPE (Version 5.00)
LEGEND
4-May-12 10:01
Factor of Safety 1.19
Max. shear strain-rate
5.00E-06
1.00E-05
1.50E-05
2.00E-05
2.50E-05
3.00E-05
3.50E-05
4.00E-05
4.50E-05
Contour interval= 5.00E-06
(zero contour omitted)
Boundary plot
0 5E 1
Velocity vectors
max vector = 2.575E-04
0 5E -4
-0.500
0.000
0.500
1.000
1.500
(*10^2)
0.250 0.750 1.250 1.750 2.250 2.750
(*10^2)
JOB TITLE : slope stability analysis
.
.
Variation of Factor of Safety with cohesion for same friction angle (23°) and density (16.8 KN/m3) at overall slope angle 28°
Sl. No. Friction Angle (°) Bulk density
(kN/m³)
Cohesion
(kPa)
Factor of Safety
1. 23 16.8 30 1.11
2. 23 16.8 35 1.15
3. 23 16.8 40 1.19
4. 23 16.8 45 1.22
5. 23 16.8 50 1.26
Variation of Factor of Safety with Friction angle for same Cohesion (40 KPa) and density (16.8 KN/m3) at overall slope angle 28°
Sl. No. Cohesion (kPa) Bulk density
(kN/m³)
Friction angle (°) Factor of Safety
1. 40 16.8 18 0.97
2. 40 16.8 20 1.06
3. 40 16.8 22 1.14
4. 40 16.8 24 1.23
5. 40 16.8 26 1.32
Fig.1c.) Rise = 90m, C=40 kPa, Slope angle= 28°, Friction angle = 18° (FOS = 0.97)
FLAC/SLOPE (Version 5.00)
LEGEND
4-May-12 10:36
Factor of Safety 0.97
Max. shear strain-rate
5.00E-06
1.00E-05
1.50E-05
2.00E-05
2.50E-05
3.00E-05
Contour interval= 5.00E-06
(zero contour omitted)
Boundary plot
0 5E 1
Velocity vectors
max vector = 2.025E-04
0 5E -4
-0.500
0.000
0.500
1.000
1.500
(*10^2)
0.250 0.750 1.250 1.750 2.250 2.750
(*10^2)
JOB TITLE : slope stability analysis
.
.
FLAC/SLOPE (Version 5.00)
LEGEND
4-May-12 10:30
Factor of Safety 1.26
Max. shear strain-rate
1.00E-05
2.00E-05
3.00E-05
4.00E-05
5.00E-05
Contour interval= 1.00E-05
(zero contour omitted)
Boundary plot
0 5E 1
Velocity vectors
max vector = 3.448E-04
0 1E -3 -0.500
0.000
0.500
1.000
1.500
(*10^2)
0.250 0.750 1.250 1.750 2.250 2.750
(*10^2)
JOB TITLE : slope stability analysis
.
.
Fig.1d.) Rise = 90m, C=50 kPa, Slope angle= 28°, Friction angle = 23° (FOS = 1.26)
friction angle (23°)
density (16.8 kN/m³)
Fig :2.a. Variation of Factor of Safety with Cohesion
Cohesion (40 kPa)
Density (16.8 kN/m³)
Fig :2.b. Variation of Factor of Safety with Friction angle
friction angle (23°)
cohesion ( 40 kPa )
Fig :2.c. Variation of Factor of Safety with Slope angle
Conclusion
1. From Fig 2.c, it is concluded that as the slope angle increases, the stability of the slopes
decreases.
2. From fig 2.a and fig 2.b, it is concluded that as the cohesion and angle of internal friction
increases, the factor of safety increases. As the cohesion increases, the binding property enhances
which makes the slopes stable. High water content can weaken cohesion because abundant water
both lubricates and adds weight to a mass. Moreover alternating expansion by wetting and
contraction by drying of water reduces strength of cohesion.
3. While running the numerical model FLAC/Slope it was observed that factor of safety changes with
change in the resolution of the numerical mesh (coarse, medium and fine). In case of coarse mesh
the factor of safety is quite approximate, while in fine mesh the factor of safety converges to the
nearest possible value making it more accurate. However, calculation in coarse mesh is faster than in
fine mesh. So depending upon the requirement and time availability of modeller, the mesh has to be
selected.
• Based on the various analyses, following recommendations have been made to ensure
stability of the slope
a) The slope of the existing dumping yard do not exhibit any major failure
b) The existing slope have safety factor in the range of 1.02 to 1.35 with
slope angles between 23o and 33o.
c) The safety factor with the proposed angle of dump slope of 280 is 1.19.
FUTURE SCOPE
1. Software can be used to improve factor of safety by varying different parameters.
2. If factor of safety can’t be improved by varying parameter then other techniques like providing
support, proper drainage systems etc should be implemented.
3. Software can be used to determine stability of pit as well as dump.
REFERENCES
• Abramson et al. (2001), Slope stability and stabilization 2nd edition.
• Roy, I (1999). 'Influence of Geo-engineering Parameters on the Stability of Dumps,
(PhD Dissertation)'. Indian Institute of Technology, Kharagpur, India.
• Das, S. K. (2001). 'Problems of Highwall and Spoil Dump Stability and Various
Preventive Measures in Highly Mechanized Opencast Mines'. The Indian Mining
and Engineering Journal , 63pp.
• Hoek, E & Bray. Rock Slope Engineering
• Omraci, Kamel et.al, Stability analysis of lateritic waste deposits,2003
• Stanciucu, Mihaela, Evaluation of waste embankment slope stability: Valea
Manastirii, Gorj, Romania, 2005.
• T. Cameron Kenny, Stability of slopes in over burden excavations
• Itasca. (2001), “FLAC Version 5.0. Manual”, Minneapolis: ICG.
• http://www.rocscience.com
• http://geoinfo.usc.edu/bardet/reports/Journal_papers/5simplex.pdf
• Journal on Stability evaluation and optimal excavated design of rock slope at
Antaibao open pit coal mine, China by M.C. He, J.L. Feng, X.M. Sun
• http://www.wikipedia.com

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Evaluation of slope stability for waste rock dumps in a mine

  • 1. EVALUATION OF SLOPE STABILITY FOR WASTE ROCK DUMPS IN A MINE
  • 2.
  • 3. Outline of the Presentation  Objective of the Study.  Methodology.  Literature Review.  Factors which Influencing Slope Stability of dump.  Modes of slope failure.  Slope Stability Assessment.  Input parameters for the Numerical Modeling.  Numerical models  Conclusions  References.
  • 4. Objectives The prime objectives of the project are addressed towards: – Evaluating stability of waste dump in an open cast mine – Optimizing the stability of dump slopes in an opencast mine using numerical models
  • 5. Methodology • Extensive literature review has been carried out for understanding the different modes of slope failures. • Numerical model FLAC/Slope was critically reviewed for its application to evaluation of the stability of slopes. • Field investigations • Information/data has been collected from a case study of a mine, as well as from the literature. • Parametric studies have been conducted through FLAC/Slope to study the effect of cohesion and friction angle.
  • 6.  Slope stability problem is the greatest problem faced by the open pit mining and civil engineering areas.  An understanding of geology, hydrology, and rock properties is the central to applying slope stability principles properly.  In slope stability analysis we determine the Factor of Safety as a ratio of resisting forces to driving forces Fs = Resisting Force / Driving Force  Theoretically, any slope with a Factor of Safety less than one will fail and any slope with a factor of safety greater than one will not.  Design focuses on the rock slope parameters and geometry that will provide the maximum factor of safety. INTRODUCTION
  • 7. Factors affecting slope stability of a dump – Grain Size Distribution of the waste rock (dump) material. – Atterberg limits like Liquid limit, Plastic limit ,Shrinkage limit and Plasticity index. – Co-efficient of permeability – Bulk density of dump mass – Shear strength parameters Geo technical parameters:
  • 8. • Effect on the shear strength parameters of dump materials due to water saturation during rainy season. • Upward thrust of water i.e. hydro-static force due to accumulated water table within the dump. • Seepage force of water due to accumulated water table within the dump. • Seepage due to surface drainage of water flowing through the gullies formed at the Surface of the dump. Hydro-geological parameters influencing dump Slope Stability:
  • 9. Geo-mining parameters • Mine floor inclination • Seismicity of the area and blast vibration of quarry on the dump • Profile of the dump
  • 10. Modes of Slope Failure • Plane failure • Wedge failure • Circular failure • Toppling Failure
  • 11. Assessment of Slope Stability Numerical Modelling using FLAC2D Version5.0. FLAC/Slope is a mini-version of FLAC that is designed specifically to perform factor-of-safety calculations for slope stability analysis, which is operated entirely from FLAC’s graphical interface. FLAC/Slope provides an alternative to traditional “limit equilibrium” programs to determine factor of safety. In contrast, it provides a full solution of the coupled stress/displacement, equilibrium and constitutive equations. Given a set of properties, the system is determined to be stable or unstable, by automatically performing a series of simulations while changing the strength properties, the factor of safety can be found to correspond to the point of stability.
  • 12. Rock Mass Density (kN/m3) Cohesion (Kpa) Angle of Internal Fricton Slope Angle 16.8 40 23˚ 28˚ Input Parameters for the Numerical Modeling Parametric studies of the past “case study” were conducted through numerical models (FLAC/Slope) to study the effect of cohesion (30-50 kPa) and friction angle (18°-26° at the interval of 2°) and slope angle was varied from 22° to 34°.
  • 13. Dump Foundation Dump Material Cohesion ( kPa) 85 40 Friction Angle ( °) 28 23 Bulk density ( kN/m³) 19.6 16.8 Case study from Block – II, OCP, BCCL Angle of repose for each lift = 37° Overall height of dump = 90m Each lift = 30m Each bench width = 25m Overall slope angle = 28°
  • 14. 140 m 90 m 35• Slope Geometry of the Model
  • 15. Fine grid mesh of the Model
  • 16. Input Parameters for the Study of Models: - Table 1.1 Safety factors for various slope angles (rise = 90m) Sl. No. Slope angle (°) Cohesion (kPa) Friction angle(°) Factor of Safety 1. 22 40 23 1.38 2. 25 40 23 1.28 3. 28 40 23 1.19 4. 31 40 23 1.09 5. 34 40 23 0.98
  • 17. Fig.1a.) Rise = 90m, C= 40 kPa, Slope angle= 28°, Friction angle = 23° (FOS = 1.19) FLAC/SLOPE (Version 5.00) LEGEND 4-May-12 10:01 Factor of Safety 1.19 Max. shear strain-rate 5.00E-06 1.00E-05 1.50E-05 2.00E-05 2.50E-05 3.00E-05 3.50E-05 4.00E-05 4.50E-05 Contour interval= 5.00E-06 (zero contour omitted) Boundary plot 0 5E 1 Velocity vectors max vector = 2.575E-04 0 5E -4 -0.500 0.000 0.500 1.000 1.500 (*10^2) 0.250 0.750 1.250 1.750 2.250 2.750 (*10^2) JOB TITLE : slope stability analysis . .
  • 18. Variation of Factor of Safety with cohesion for same friction angle (23°) and density (16.8 KN/m3) at overall slope angle 28° Sl. No. Friction Angle (°) Bulk density (kN/m³) Cohesion (kPa) Factor of Safety 1. 23 16.8 30 1.11 2. 23 16.8 35 1.15 3. 23 16.8 40 1.19 4. 23 16.8 45 1.22 5. 23 16.8 50 1.26
  • 19. Variation of Factor of Safety with Friction angle for same Cohesion (40 KPa) and density (16.8 KN/m3) at overall slope angle 28° Sl. No. Cohesion (kPa) Bulk density (kN/m³) Friction angle (°) Factor of Safety 1. 40 16.8 18 0.97 2. 40 16.8 20 1.06 3. 40 16.8 22 1.14 4. 40 16.8 24 1.23 5. 40 16.8 26 1.32
  • 20. Fig.1c.) Rise = 90m, C=40 kPa, Slope angle= 28°, Friction angle = 18° (FOS = 0.97) FLAC/SLOPE (Version 5.00) LEGEND 4-May-12 10:36 Factor of Safety 0.97 Max. shear strain-rate 5.00E-06 1.00E-05 1.50E-05 2.00E-05 2.50E-05 3.00E-05 Contour interval= 5.00E-06 (zero contour omitted) Boundary plot 0 5E 1 Velocity vectors max vector = 2.025E-04 0 5E -4 -0.500 0.000 0.500 1.000 1.500 (*10^2) 0.250 0.750 1.250 1.750 2.250 2.750 (*10^2) JOB TITLE : slope stability analysis . .
  • 21. FLAC/SLOPE (Version 5.00) LEGEND 4-May-12 10:30 Factor of Safety 1.26 Max. shear strain-rate 1.00E-05 2.00E-05 3.00E-05 4.00E-05 5.00E-05 Contour interval= 1.00E-05 (zero contour omitted) Boundary plot 0 5E 1 Velocity vectors max vector = 3.448E-04 0 1E -3 -0.500 0.000 0.500 1.000 1.500 (*10^2) 0.250 0.750 1.250 1.750 2.250 2.750 (*10^2) JOB TITLE : slope stability analysis . . Fig.1d.) Rise = 90m, C=50 kPa, Slope angle= 28°, Friction angle = 23° (FOS = 1.26)
  • 22. friction angle (23°) density (16.8 kN/m³) Fig :2.a. Variation of Factor of Safety with Cohesion
  • 23. Cohesion (40 kPa) Density (16.8 kN/m³) Fig :2.b. Variation of Factor of Safety with Friction angle
  • 24. friction angle (23°) cohesion ( 40 kPa ) Fig :2.c. Variation of Factor of Safety with Slope angle
  • 25. Conclusion 1. From Fig 2.c, it is concluded that as the slope angle increases, the stability of the slopes decreases. 2. From fig 2.a and fig 2.b, it is concluded that as the cohesion and angle of internal friction increases, the factor of safety increases. As the cohesion increases, the binding property enhances which makes the slopes stable. High water content can weaken cohesion because abundant water both lubricates and adds weight to a mass. Moreover alternating expansion by wetting and contraction by drying of water reduces strength of cohesion. 3. While running the numerical model FLAC/Slope it was observed that factor of safety changes with change in the resolution of the numerical mesh (coarse, medium and fine). In case of coarse mesh the factor of safety is quite approximate, while in fine mesh the factor of safety converges to the nearest possible value making it more accurate. However, calculation in coarse mesh is faster than in fine mesh. So depending upon the requirement and time availability of modeller, the mesh has to be selected.
  • 26. • Based on the various analyses, following recommendations have been made to ensure stability of the slope a) The slope of the existing dumping yard do not exhibit any major failure b) The existing slope have safety factor in the range of 1.02 to 1.35 with slope angles between 23o and 33o. c) The safety factor with the proposed angle of dump slope of 280 is 1.19.
  • 27. FUTURE SCOPE 1. Software can be used to improve factor of safety by varying different parameters. 2. If factor of safety can’t be improved by varying parameter then other techniques like providing support, proper drainage systems etc should be implemented. 3. Software can be used to determine stability of pit as well as dump.
  • 28. REFERENCES • Abramson et al. (2001), Slope stability and stabilization 2nd edition. • Roy, I (1999). 'Influence of Geo-engineering Parameters on the Stability of Dumps, (PhD Dissertation)'. Indian Institute of Technology, Kharagpur, India. • Das, S. K. (2001). 'Problems of Highwall and Spoil Dump Stability and Various Preventive Measures in Highly Mechanized Opencast Mines'. The Indian Mining and Engineering Journal , 63pp. • Hoek, E & Bray. Rock Slope Engineering • Omraci, Kamel et.al, Stability analysis of lateritic waste deposits,2003 • Stanciucu, Mihaela, Evaluation of waste embankment slope stability: Valea Manastirii, Gorj, Romania, 2005. • T. Cameron Kenny, Stability of slopes in over burden excavations • Itasca. (2001), “FLAC Version 5.0. Manual”, Minneapolis: ICG. • http://www.rocscience.com • http://geoinfo.usc.edu/bardet/reports/Journal_papers/5simplex.pdf • Journal on Stability evaluation and optimal excavated design of rock slope at Antaibao open pit coal mine, China by M.C. He, J.L. Feng, X.M. Sun • http://www.wikipedia.com