How to Optimize Cut-Off Grade to Maximize Your Mining Project's NPV

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Cut-off grade is one of the most influential parameters in the economics of a mining project. It determines what is considered minable ore and what is treated as waste — and therefore, directly, the size of reserves, the mine life, and the project's net present value (NPV). Yet it is often set in a simplistic way, without rigorous optimization.

What is cut-off grade?

Cut-off grade is the minimum concentration of a metal or mineral below which extraction is not economically justified under current or anticipated market conditions. It is generally expressed in g/t (gold, silver), % (copper, zinc), or specific units depending on the metal considered.

A cut-off grade that is too high reduces the minable tonnage and shortens mine life, but increases the average grade and unit revenues. One that is too low inflates reserves but dilutes grades, increases processing costs, and can reduce overall NPV. élevée réduit le tonnage exploitable et raccourcit la durée de vie de la mine, mais augmente la teneur moyenne et les revenus unitaires. Une teneur trop basse gonfle les réserves mais dilue les teneurs, augmente les coûts de traitement et peut réduire la VAN globale.

The Lane Method: dynamically optimizing cut-off grade

The Lane Method: dynamically optimizing cut-off grade Kenneth Lane's theory (1988) remains the reference for cut-off grade optimization. It considers three limiting constraints in a mine:

  • La capacité minière (tonnes extraites par période)
  • Mining capacity (tonnes extracted per period) Processing capacity (tonnes processed per period)
  • Sales/refining capacity (metal sold per period)

Depending on the active constraint in each period, the optimal cut-off grade will differ. The goal is to maximize NPV over the entire mine life, not simply short-term profit. VAN sur toute la durée de vie de la mine, et non simplement le profit à court terme.

Factors that influence cut-off grade

Prix des métaux : une hausse du prix de l’or, par exemple, peut justifier l’abaissement de la teneur de coupure pour inclure davantage de minerai marginal dans les réserves.

Metal prices: a rise in the gold price, for example, may justify lowering the cut-off grade to include more marginal ore in reserves.

Operating costs (OPEX): any reduction in mining, processing, or G&A costs allows the cut-off grade to be profitably lowered.

Metallurgical recovery: better plant recovery is effectively equivalent to lowering the economic cut-off grade.

Geological and geotechnical constraints: certain areas can only be mined at specific costs, which influences the local cut-off grade.

Practical optimization strategies

Block optimization: use software such as Whittle, Deswik, or GEOVIA to optimize pits and sequences by integrating variable cut-off grades by phase and period.

Sensitivity analysis: test the impact of ±10–20% variations in prices, costs, and recovery to assess the robustness of the selected cut-off grade.

Periodic review: cut-off grade is not fixed — it must be revisited with every update of economic parameters or during feasibility studies.

Integration into the financial model: cut-off grade must be directly linked to the DCF model to measure its real impact on NPV and IRR.

Quantified impact: a simplified example

For a gold mine with 10 Mt of resources at an average grade of 1.5 g/t:

  • Cut-off at 0.8 g/t → 8 Mt of reserves, average grade 1.8 g/t, NPV = $120M
  • Cut-off at 0.5 g/t → 9.5 Mt of reserves, average grade 1.55 g/t, NPV = $105M
  • Cut-off at 1.2 g/t → 5 Mt of reserves, average grade 2.1 g/t, NPV = $95M

In this example, 0.8 g/t maximizes NPV — neither too high, nor too low.

Conclusion

Cut-off grade optimization is an iterative, multidisciplinary, and strategic exercise. It requires close collaboration between geologists, mining engineers, metallurgists, and financial analysts. At CCE Mining, we systematically integrate this optimization into our planning and reserve estimation studies, to ensure every project reaches its full economic potential.