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Technical Sessions – Monday July 11

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FD-21 IFORS 20<strong>11</strong> - Melbourne<br />

1 - Passing Bays and Vehicle Schedules for an Underground<br />

Mine<br />

Hamideh Anjomshoa, School of Mathematics & Statistics,<br />

University of South Australia, 5095, Mawson Lakes, South<br />

Australia, Australia, Hamideh.anjomshoa@unisa.edu.au, Peter<br />

Pudney, David Lee, Amie Albrecht<br />

Underground mines often use a single decline for loaded and unloaded vehicles.<br />

Strategically placed passing bays allow opposing vehicles to pass. The<br />

number and locations of bays influences the flow of vehicles, and hence mine<br />

productivity. The optimal spacing of bays is a function of the length of decline,<br />

number of vehicles, up speeds, down speeds, loading and unloading times. We<br />

present the results obtained from an MIP model which determines the spacing<br />

of bays that minimises the makespan of a fixed number of trips. The MIP also<br />

generates the corresponding vehicle schedule.<br />

2 - Integrating Constructability of a Project into the Optimization<br />

of Production Plans and Scheduling<br />

Nelson Morales, Mine Engineering, Universidad de Chile,<br />

Santiago, Chile, nmorales@ing.uchile.cl, Winston Rocher,<br />

Enrique Rubio, Milivoj Smoljanovic<br />

134<br />

Mine planning for underground mines is decoupled in a process that first determines<br />

the production plan and mining schedule (what to extract and in which<br />

order) and then designs and schedules the infrastructure required to achieve<br />

these production goals. While the production plan is calculated considering<br />

some elements of constructability, the actual construction schedules do not<br />

meet the production requirements, affecting early stages of the project and<br />

therefore the NPV. In this work we present two models that integrate these<br />

steps and show aggregation techniques and real applications.<br />

3 - Long-Term Extraction and Backfill Scheduling in a<br />

Complex Underground Mine<br />

Donal OSullivan, Division of Economics and Business, Colorado<br />

School of Mines, 1500 Illinois Street, 80401, Golden, Colorado,<br />

United States, dosulliv@mines.edu<br />

We use an integer programming model to optimize production at a complex<br />

underground mining operation. Mine managers seek to maximize metal production<br />

while using a mixture of mining methods to extract the ore. We apply<br />

a sliding time window heuristic to solve for a four year schedule with weekly<br />

fidelity.

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