Front Range Aggregates Optimizes Feeder Movements at Its Quarry

References

• Ahuja R., Magnanti T., Orlin J.Network Flows (1993) (Prentice Hall, Englewood Cliffs, NJ) Google Scholar
• Akaike A., Dagdelen K. A strategic production method for an open pit mine. 28th APCOM Sympos. (1999) Golden, CO:729–738Google Scholar
• Bolen W. Mineral commodity summaries. (2008) . Retrieved August 1, http://minerals.usgs.gov/minerals/pubs/commodity/aggregatesGoogle Scholar
• Caccetta L., Hill S. An application of branch and cut to open pit mine scheduling. J. Global Optim. (2003) 27:349–365Crossref, Google Scholar
• Carlyle M., Eaves B. C. Underground planning at Stillwater Mining Company. Interfaces (2001) 31(4):50–60Link, Google Scholar
• Darrah D. Project planning networks improve control. Building (1984) 247(46):91Google Scholar
• Erarslan K., Celebi N. A simulative model for optimum open pit design. CIM Bull. (2001) 94(1055):59–68Google Scholar
• Fytas K., Hadjigeorgiou J., Collins J. Production scheduling optimization in open pit mines. Internat. J. Surface Mining Reclamation (1993) 7:1–9Crossref, Google Scholar
• Gove D., Morgan W. Optimizing truck-loader matching. Mining Engrg. (1994) 46(10):1179–1185Google Scholar
• Hochbaum D. A new-old algorithm for minimum-cut and maximum-flow in closure graphs. Networks (2001) 37(4):171–193Crossref, Google Scholar
• Huising J., Yamauchi H., Zimmerman R. Saving federal travel dollars. Interfaces (2001) 31(5):13–23Link, Google Scholar
• Johnson T., Weiss A. Optimum open-pit mine production scheduling. A Decade of Digital Computing in the Mineral Industry. (1969) (AIME, New York) 539–561Google Scholar
• Johnson T., Dagdelen K., Ramazan S. Open pit mine scheduling based on fundamental tree algorithm [sic]. 30th APCOM Sympos. (2002) Phoenix, AZ:147–159Google Scholar
• Kuchta M., Newman A., Topal E. Implementing a production schedule at LKAB's Kiruna Mine. Interfaces (2004) 34(2):124–134Link, Google Scholar
• Lerchs H., Grossmann I. Optimum design of open pit mines. CIM Bull. (1965) 58(633):47–54Google Scholar
• Norton J. Three-dimensional surface modelling for mines and quarries. Quarry Management (1991) 18(9):37–38Google Scholar
• Onur A., Dowd P. Open-pit optimization—Part 2: Production scheduling and inclusion of roadways. Trans. Inst. Mining Metallurgy Sect. A Mining Indust. (1993) 102:105–113Google Scholar
• Ramazan S., Dimitrakopoulos R. Traditional and new MIP models for production scheduling with in-situ grade variability. Internat. J. Surface Mining (2004) 18(2):85–98Crossref, Google Scholar
• Sarin S., West-Hansen J. The long-term mine production scheduling problem. IIE Trans. (2005) 37(2):109–121Crossref, Google Scholar
• Sevim H., Lei D. The problem of production planning in open pit mines. INFOR (1998) 36(1–2):1–12Google Scholar
• Solomon M., Chalifour A., Desrosiers J., Boisvert J. An application of vehicle-routing methodology to large-scale larvicide control programs. Interfaces (1992) 22(3):88–99Link, Google Scholar
• Underwood R., Tolwinski B. A mathematical programming viewpoint for solving the ultimate pit problem. Eur. J. Oper. Res. (1998) 107:96–107Crossref, Google Scholar
• Wilke F., Reimer T. Optimizing the short term production schedule for an open pit iron ore mining operation. 15th APCOM Sympos. (1977) Brisbane, Australia:425–433Google Scholar
• Willet J. Mineral commodity summaries. (2008) . Retrieved August 1, http://minerals.usgs.gov/minerals/pubs/commodity/aggregatesGoogle Scholar