Pilatus Aircraft Optimizes Inventory Management

Published Online:https://doi.org/10.1287/inte.2025.0210

References

  • Baltussen D (2024) Predicting excess & obsolescence risk of spare part base-stock level increases. PhD thesis, School of Economics and Management, Tilburg University, Tilburg, Netherlands.Google Scholar
  • Batchoun P, Ferland AJ, Cléroux R (2003) Allotment of aircraft spare parts using genetic algorithms. Pesquisa Operacional 23(1):141–159. Google Scholar
  • Bernstein F, Li Y, Shang K (2016) A simple heuristic for joint inventory and pricing models with lead time and backorders. Management Sci. 62(8):2358–2373.LinkGoogle Scholar
  • Cai J, Li X, Chen X (2017) Joint optimization of maintenance inspection and spare provisioning for aircraft deteriorating parts. J. Systems Engrg. Electronics 28(6):1133–1140.Google Scholar
  • Cohen M, Kamesam PV, Kleindorfer P, Lee H, Tekerian A (1990) Optimizer: IBM’s multi-echelon inventory system for managing service logistics. Interfaces 20(1):65–82.LinkGoogle Scholar
  • Daniel V, Guide R, Van Wassenhove LN (2003) Closed-loop supply chains: Practice and potential. Interfaces 33(6):1–2.Google Scholar
  • Deshpande V, Iyer AV, Cho R (2006) Efficient supply chain management at the U.S. coast guard using part-age dependent supply replenishment policies. Oper. Res. 54(6):1028–1040.LinkGoogle Scholar
  • Everingham K, Polaski G, Riedlin F, Shirk M, Deshpande V, Iyer A (2008) Operations research enhances supply chain management at the U.S. Coast Guard aircraft repair and supply center. Interfaces 38(1):61–75.LinkGoogle Scholar
  • Fisher RA, Yates F (1963) Statistical Tables for Biological, Agricultural and Medical Research (Oliver and Boyd, Edinburgh, UK).Google Scholar
  • Fleischmann M, van Nunen JAEE, Gräve B (2003) Integrating closed-loop supply chains and spare-parts management at IBM. Interfaces 33(6):44–56.LinkGoogle Scholar
  • Flowers AD, O’Neill JB (1978) An application of classical inventory analysis to a spare parts inventory. Interfaces 8(2):76–79.LinkGoogle Scholar
  • Hur M, Keskin BB, Schmidt CP (2018) End-of-life inventory control of aircraft spare parts under performance based logistics. Internat. J. Production Econom. 204:186–203. Google Scholar
  • Kulshrestha DK (1962) Economic retention of a certain class of excess stock. J. Oper. Res. Soc. 13(3):247–249.Google Scholar
  • Mohan C, Garg RC (1961) Decision on retention of excess stock. Oper. Res. 9(4):496–499.LinkGoogle Scholar
  • Mouschoutzi M, Ponis ST (2022) A comprehensive literature review on spare parts logistics management in the maritime industry. Asian J. Shipping Logist. 38(2):71–83.Google Scholar
  • Neale JJ, Willems SP (2015) The failure of practical intuition: How forward-coverage inventory targets cause the landslide effect. Production Oper. Management 24(4):535–546.Google Scholar
  • O’Malley T (1983) The aircraft availability model: Conceptual framework and mathematics. Report, Logistics Management Institute, Bethesda, MD.Google Scholar
  • Rajagopalan S, Soteriou AC (1994) Capacity acquisition and disposal with discrete facility sizes. Management Sci. 40(7):903–917.LinkGoogle Scholar
  • Rosenfield DB (1989) Disposal of excess inventory. Oper. Res. 37(3):404–409.LinkGoogle Scholar
  • Sherbrooke CC (1968) Metric: A multi-echelon technique for recoverable item control. Oper. Res. 16(1):122–141.LinkGoogle Scholar
  • Silver E, Pyke D, Peterson R (1998) Inventory Management and Production Planning and Scheduling, 3rd ed. (John Wiley and Sons, New York).Google Scholar
  • Simpson JR (1955) A formula for decisions on retention or disposal of excess stock. Naval Res. Logist. Quart. 2(3):145–155.Google Scholar
  • Slay FM, Bachman TC, Kline RC, O’Malley T, Eichorn FL, King RM (1996) Optimizing spares support: The aircraft sustainability model. Report No. LMI-AF501MR1, National Technical Information Center, Alexandria, VA.Google Scholar
  • Sobel MJ, Zhang RQ (2001) Inventory policies for systems with stochastic and deterministic demand. Oper. Res. 49(1):157–162.LinkGoogle Scholar
  • Song JS, Zhang H, Hou Y, Wang M (2010) The effect of lead time and demand uncertainties in (r, q) inventory systems. Oper. Res. 58(1):68–80.LinkGoogle Scholar
  • Srinivasan MM, Best WD, Chandrasekaran S (2007) Warner Robins Air Logistics Center streamlines aircraft repair and overhaul. Interfaces 37(1):7–21.LinkGoogle Scholar
  • Tedone MJ (1989) Repairable part management. Interfaces 19(4):61–68.LinkGoogle Scholar
  • Vaez-Alaei M, Atashbar NZ, Baboli A, Tonadre R (2018) Target stock level and fill rate optimization for worldwide spare parts inventory management: A case study in business aircraft industry. 2018 IEEE Internat. Conf. Tech. Management, Oper. Decisions (Institute of Electrical and Electronics Engineers, Piscataway, NJ), 282–287. Google Scholar
  • Willoughby KA (2010) The disposal of excess stock: A classification of literature and some directions for further research. Accessed January 17, 2026, https://www.edwards.usask.ca/faculty/Keith%20Willoughby/files/Excess%20stock%20disposal.pdf.Google Scholar
  • Yang Y, Chen YF, Yun Z (2014) Coordinating inventory control and pricing strategies under batch ordering. Oper. Res. 62(1):25–37.LinkGoogle Scholar
  • Zhao X, Liu X, Xie J (2007) Storage-space capacitated inventory system with (r, Q) policies. Oper. Res. 55(5):854–865.LinkGoogle Scholar
  • Zorn WL, Deckro RF, Lehmkuhl LJ (1999) Modeling diminishing marginal returns in a hierarchical inventory system of reparable spare parts. Ann. Oper. Res. 91(0):319–337.Google Scholar
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