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Information Journal Paper

Title

Stope Boundary Optimization using Discrete Imperialist Competitive Algorithm

Pages

  95-116

Abstract

 Determination of stope boundary is a critical step in underground mine design, directly impacting project profitability and operational plans. Developing efficient and accurate algorithms for solving the Stope boundary optimization (SBO) problem has been a challenging task. In this study, a metaheuristic Discrete Imperialist Competitive Algorithm (DICA) was introduced for the SBO problem. The DICA algorithm, following a simulation-based approach, provides initial solutions in the search space and identifies the optimal solution after evaluating each one. Tested with different operators such as assimilation and revolution, and various initial populations, the suggested algorithm was applied to a 5*5*5 m block model of a copper deposit comprising 15,945 blocks. The results demonstrated the algorithm’s capability to determine stope boundaries within a reasonable computational time. For validity check, the results were compared with those obtained from the Maximum Value Neighborhood (MVN) and floating stope algorithms. The comparison revealed that DICA outperformed both algorithms.

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