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This tool predicts grinding media wear rates for SAG mills and ball mills using empirical correlations developed from operational data across 15 Newmont Mining operations worldwide. Enter your ore properties and mill operating parameters to estimate media consumption rates, annual tonnages, and costs. The models are based on Giblett & Seidel (2011) and provide more accurate predictions than the traditional Bond (1963) methodology, which typically overpredicts actual wear by 100–200%.

Predict SAG mill grinding media consumption from ore properties or operating parameters

WSAG = f(Axb) — Newmont empirical correlation, R² = 0.79
WSAG = f(Jsteel) — Newmont empirical correlation, R² = 0.85

Compare Bond (1963) formula vs. Newmont empirical fit

WBond = f(Ai) — Bond (1963) standard formula
WNewmont = f(Ai) — Newmont power fit to operational data
Note:The Bond formula consistently overpredicts actual wear by 2–3×. Newmont's power fit (~50% of Bond) better matches modern operational data across 9 operations. See Figure 6 below.

Energy-weighted combination of SAG + Ball mill predictions

Wtotal = WSAG × (ESAG / Etotal) + WBall × (EBall / Etotal)

Figure 3: Total Circuit — Bond vs Newmont vs Actual

Estimate annual grinding media tonnages and costs from the predicted wear rates above

Production & Pricing Inputs

tonnes
$/tonne
$/tonne
Tonnes media = Wear rate (kg/kWh) × Specific energy (kWh/t) × Ore tonnes ÷ 1000
Context (2009): Newmont's global grinding media spend was $94M USD across 93 million tonnes milled (~$1.01/t). Media represented 0.5–4.0% of total operating cost depending on the operation.

Table 3 from Giblett & Seidel (2011) — Newmont global operations

OperationSAG (kWh/t)SAG WearBall (kWh/t)Ball WearTotal WearTotal (kWh/t)
Phoenix10.50.05911.00.0580.05921.5
KCGM9.80.0517.10.0310.04316.9
Waihi18.30.1006.80.0780.09425.1
Yanacocha23.00.126——0.12623.0
Ahafo9.80.05911.40.0400.04921.1
Tanami——14.20.0320.03214.2
Boddington——17.10.0440.04516.6
Lone Tree12.70.10220.00.0860.09232.7
Batu Hijau4.20.0934.70.0520.0728.8
Jundee18.30.0207.10.0270.02125.4
Mill 53.70.149————
Sage4.50.082————
Juniper6.10.047————

Wear rates in kg/kWh. Data from 2007–2010 operational records.

SAG Mill Prediction (Axb Method)

The JK Drop Weight Test Axb parameter captures the ore's resistance to impact breakage. A higher Axb indicates a softer ore that breaks more readily, leading to more steel-on-steel contact and higher media wear. The linear correlation (R² = 0.79) was derived from 8 Newmont operations; Mill 5, Lone Tree, and Juniper were excluded as outliers.

SAG Mill Prediction (Steel Fraction Method)

Steel fraction in the mill charge is an operational parameter (not an ore property). Higher steel loading means more ball-on-ball abrasion, increasing wear. This correlation (R² = 0.85) is stronger than the Axb method and useful when the JK Drop Weight test has not been performed.

Ball Mill Prediction

The Bond (1963) formula is the industry standard but consistently overpredicts actual wear by 2–3× in modern operations. This is likely due to improvements in ball quality (chemistry, hardness, manufacturing) since Bond's era. The Newmont power fit (~50% of Bond) better matches 2009-era operational data.

Limitations

  • Models are empirical fits to Newmont operations (2007–2010 data). Applicability to non-Newmont circuits should be validated.
  • The SAG Axb model has moderate scatter (R² = 0.79). Individual operations may deviate 20–40% from predicted.
  • Ball quality (chemistry, hardness) significantly affects wear but is not explicitly modelled — the correlations assume modern forged/cast media at 58–63 Rockwell C.
  • Feed size (F80), ore mineralogy, and slurry chemistry are not captured in these simplified correlations.

References

  • Bond, F.C. (1963). Metal wear in crushing and grinding. AIChE, 54th Annual Meeting.
  • Giblett, A. & Seidel, J. (2011). Measuring, Predicting and Managing Grinding Media Wear. Newmont Mining Corporation.
  • Napier-Munn, T.J. et al. (1996). Mineral Comminution Circuits. JKMRC, University of Queensland.
  • Radziszewski, P. (2002). Exploring total media wear. Minerals Engineering, 15(12), 1073–1087.
Disclaimer:All tools on this site are provided for educational and preliminary estimation purposes only and are under active development. Daniel & Sons accepts no liability for improper use, misapplication, or any decisions made based on these results. All outputs must be verified by qualified professionals before use in engineering design. By using these tools you agree to our Terms of Use.For professional-grade analysis and consulting services, contact us.

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