Optimal inventory modeling of multi-ECHELON system for aircraft spares parts

被引:1
作者
机构
[1] College of Civil Aviation, Nanjing University of Aeronautics and Astronautics
来源
Sun, L. | 1600年 / Asian Network for Scientific Information卷 / 12期
关键词
Inventory optimization; Multi-ECHELON; Negative binomial distribution; Spare parts; System approach;
D O I
10.3923/itj.2013.688.695
中图分类号
学科分类号
摘要
Owing to the expensive and sporadic demand nature of aircraft spare parts, the stock level of spare parts was difficult to confirm. How to maximize the availability of the aircraft fleet with cost constraint for spare parts was an important issue for airlines. A multi-ECHELON inventory model based on METRIC (Multi-ECHELON technology for recoverable items control) was proposed by allocating spare parts among the bases of airlines in this study. The model based on system approach instead of item approach to determine aircraft spare parts stock level in a multi-ECHELON system. First, the key system measure was selected, then, the Negative binomial distribution was employed to more accurately reflect the variance in part failure processes when the value of variance-to-mean ratio was bigger than one, Next, the marginal analysis method was applied to find the optimal position of spare parts among bases and depot, finally, two examples were given and the first one showed that the negative binomial distribution was more reasonable than Poisson distribution to describe the non-stationary demand process. The second one showed that the models in this paper were engineering applicability for airlines and could provide an effective theoretical and technical support. © 2013 Asian Network for Scientific Information.
引用
收藏
页码:688 / 695
页数:7
相关论文
共 50 条
[31]   Configuration Optimization Methods for Multi-Echelon and Multi-Constraints Spare Parts Based on Dynamic Demands [J].
Jia, Zhiyu ;
Zeng, Zhaoyang ;
Zhou, Yang ;
Zhou, Yan .
PROCEEDINGS OF 2014 10TH INTERNATIONAL CONFERENCE ON RELIABILITY, MAINTAINABILITY AND SAFETY (ICRMS), VOLS I AND II, 2014, :1091-1096
[32]   Multi-objective Optimization Model for Multi-echelon Spare Parts Supply System Under uncertain circulation [J].
Yang, Yi ;
Du, Yongqiang .
PROCEEDINGS OF THE 2ND INTERNATIONAL CONFERENCE ON RELIABILITY SYSTEMS ENGINEERING (ICRSE 2017), 2017,
[33]   Optimization of stochastic, (Q, R) inventory system in multi-product, multi-echelon, distributive supply chain [J].
Das, Debabrata ;
Hui, Nirmal Baran ;
Jain, Vipul .
JOURNAL OF REVENUE AND PRICING MANAGEMENT, 2019, 18 (05) :405-418
[34]   Optimization of stochastic, (Q, R) inventory system in multi-product, multi-echelon, distributive supply chain [J].
Debabrata Das ;
Nirmal Baran Hui ;
Vipul Jain .
Journal of Revenue and Pricing Management, 2019, 18 :405-418
[35]   A multi-product multi-echelon inventory control model with joint order strategy [J].
Zhou Wei-qi ;
Chen Long ;
Ge Hui-ming .
2012 WORLD AUTOMATION CONGRESS (WAC), 2012,
[36]   A multi-product multi-echelon inventory control model with joint replenishment strategy [J].
Zhou, Wei-Qi ;
Chen, Long ;
Ge, Hui-Ming .
APPLIED MATHEMATICAL MODELLING, 2013, 37 (04) :2039-2050
[37]   Extensions to the guaranteed service model for industrial applications of multi-echelon inventory optimization [J].
Achkar, Victoria G. ;
Brunaud, Braulio B. ;
Perezd, Hector D. ;
Musa, Rami ;
Mendez, Carlos A. ;
Grossmann, Ignacio E. .
EUROPEAN JOURNAL OF OPERATIONAL RESEARCH, 2024, 313 (01) :192-206
[38]   Joint-optimization of inventory policies on a multi-product multi-echelon pharmaceutical system with batching and ordering constraints [J].
Guerrero, W. J. ;
Yeung, T. G. ;
Gueret, C. .
EUROPEAN JOURNAL OF OPERATIONAL RESEARCH, 2013, 231 (01) :98-108
[39]   Object-oriented multi-indenture multi-echelon spare parts supply chain simulation model [J].
Rossetti, M.D. ;
Thomas, S. .
International Journal of Modelling and Simulation, 2006, 26 (04) :359-369
[40]   A coordination mechanism with fair cost allocation for divergent multi-echelon inventory systems [J].
Timmer J. .
Journal of Business Economics, 2014, 84 (7) :999-1018