MiningMath

MiningMath

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All parameters simultaneously handled,delivering multiple scenarios

Stockpiles

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How MiningMath handles stockpiles

Stockpiles are handled as a post-processing stage within the optimization algorithm. After generating the mining surfaces, the algorithm reviews blocks initially considered for discarding and evaluates which ones have the potential to be stored for later processing instead of being sent to the dump. In other words, this all occurs as part of the optimization process, before the final destinations of the blocks are determined.

MiningMath evaluates whether a block’s net value (Revenue – Fixed Mining Cost – Rehandling Cost) exceeds the cost of discarding it, applying the appropriate discount rates for both the extraction and processing periods. This means that stockpiles effectively optimize blocks initially destined for the dump, potentially recovering additional value. For selecting a block’s destination, MiningMath uses the same logic of maximizing project value. The software identifies which discarded blocks should be reclaimed to address production shortfalls over time, ensuring optimal resource utilization. The diagram below summarizes the stockpile methodology.

Stockpiles setup

To enable the stockpiles on the interface the first step is on the General tab where two inputs are required:

  1. Fixed Mining Cost: value used to decompose the economic value while considering stockpiles.

    This cost is essential because MiningMath uses this parameter when calculating economic values. It helps break down the block's value, allowing the algorithm to accurately account for costs incurred during mining and those applied during processing.

  2. Rehandling Cost: represents the cost to reclaim blocks from the stockpile to the process.

    This cost is applied to break the economic values into parts and apply the discount rate at the time a block is processed.

After that, on the Destinations tab, you can define stockpile limits for each processing plant added, remembering that this limit is based on the life of mine, not in a period timeframe.

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