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Optimal Mining Rates Revisited Managing

M. F. Del Castillo, M. C. Godoy

2026enminingrisk managementproduction optimizationgeological uncertainty

Abstract

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This paper presents a mixed integer programming formulation dealing with the effective minimisation of risk incurred when optimizing mining production rates in such a way that production targets are met in the presence of geological uncertainty. This is developed through the concept of a 'stable solution domain' that provides all feasible combinations of ore and waste extraction for the ultimate pit limit of a given deposit, independent of the geological risk. The proposed formulation provides an optimal annual extraction rate, together with the optimal utilization of a mining fleet and an equipment acquisition program. This solution eliminates unnecessary capital expenditures and is feasible under all geological scenarios. The mathematical programming model is detailed and tested at a gold deposit. The results are used as input to a production schedule design and are compared to the schedule generated using a constant mining rate; the comparison shows that about 40% of equipment acquisition can be delayed for 7 years and mine demand still be met, thus maximizing profit and minimizing costs.

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Cite This Work

@article{9c7da62a-be47-49d8-98f5-5c2d12d82216,
  title={Optimal Mining Rates Revisited Managing},
  author={M. F. Del Castillo and M. C. Godoy},
  year={2026},
  language={en}
}
TY  - JOUR
TI  - Optimal Mining Rates Revisited Managing
AU  - M. F. Del Castillo
AU  - M. C. Godoy
PY  - 2026
LA  - en
ER  -

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