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Published on 7 January 2025
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Li,J.;Song,X. (2025). Based on multi-stage decision analysis in the production process. Advances in Operation Research and Production Management,3,37-44.
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Based on multi-stage decision analysis in the production process

Jiangtao Li 1, Xiaojun Song *,2,
  • 1 Jiangxi University of Science and Technology
  • 2 Jiangxi University of Science and Technology

* Author to whom correspondence should be addressed.

https://doi.org/10.54254/3029-0880/2025.20383

Abstract

This paper proposes a multi-stage decision model to address the detection and disassembly of parts, semi-finished products, and finished products in electronic product production. Key decisions in the production process are optimized by implementing small and large sample sampling techniques and a variable decision model with global cost minimization. The methods include probability and accumulation models, normal distribution approximation, and traversal algorithms. The results show that rational decision-making can effectively reduce production costs and improve product quality. For small samples, the probability and accumulation models are established, and the number of samples with a defect rate greater than or less than the nominal value under 95% and 90% reliability is calculated, yielding results of 29 and 22, respectively. For large samples, the sample sizes under different error tolerances are calculated using the normal distribution approximation. Through MATLAB programming, the minimum unit cost and its corresponding decision scheme are determined through traversal-based calculations. The results show that the minimum unit costs in different cases are 30.98, 31.33, 32.35, 30.55, 29.62, and 29.43. Additionally, considering the decision problem involving multiple processes and parts, the problem is decomposed into smaller problems, with the minimum cost sum of each stage representing the global minimum cost. For a case with two processes and eight parts, the minimum unit cost is calculated to be 138. The decision scheme is that no parts or semi-finished products are tested, and the semi-finished products and finished products are disassembled. The research results provide a scientific basis for actual production, and future research can further consider uncertainties and risk factors in real production to achieve more comprehensive optimization.

Keywords

sampling testing scheme, decision scheme, minimum cost, global optimal solution

[1]. Liu, C. (2020). Decision-making method for optimizing operation indicators in process industries based on reinforcement learning (Unpublished doctoral dissertation).

[2]. Yang, L. (2023). Data-driven model fusion for product quality prediction in complex production processes (Doctoral dissertation, Wuhan University of Science and Technology). https://doi.org/10.27380/d.cnki.gwkju.2023.000357

[3]. Mu, Y. (2024). Research on product production process optimization of R Company based on Lean Six Sigma (Doctoral dissertation, Yanshan University).

[4]. Liu, Q. (2024). Research on product production process management optimization at A Company (Doctoral dissertation, Inner Mongolia University of Finance and Economics). https://doi.org/10.27797/d.cnki.gnmgc.2024.000408

[5]. Tan, B., Zhan, H., Wu, H., et al. (2021). Analysis and improvement of production process quality factors of a garment enterprise based on PDCA. Henan University of Engineering Journal (Natural Science Edition), 33(03), 10-15. https://doi.org/10.16203/j.cnki.41-1397/n.2021.03.003

[6]. Gausemeier, J., Dumitrescu, R., Kahl, S., et al. (2011). Integrative development of product and production system for mechatronic products. Robotics and Computer Integrated Manufacturing, 27(4), 772-778.

[7]. Tolio, T., Ceglarek, D., ElMaraghy, H., et al. (2010). SPECIES—Co-evolution of products, processes and production systems. CIRP Annals - Manufacturing Technology, 59(2), 672-693.

[8]. Liu, J., & Luo, Y. (2019). Study on the field testing and sampling method for steel structures. Advances in Steel Structures, 21(05), 33-39. https://doi.org/10.13969/j.cnki.cn31-1893.2019.05.005

[9]. Hughes, P. T., Baird, H. A., Dinsdale, A. E., et al. (2002). Detecting regional variation using meta-analysis and large-scale sampling: Latitudinal patterns in recruitment. Ecology, 83(2), 436-451.

[10]. Cui, J., & Kong, Y. (2016). Research on a comprehensive decision-making model for minimizing social costs in carbon emission rights allocation between industrial sectors. China Management Science, 24(S1), 890-895.

[11]. Swaathi, K., Vang, M. J., Bach, M. J., et al. (2022). A cost-minimisation analysis of performing point-of-care ultrasonography on patients with vaginal bleeding in early pregnancy in general practice: A decision analytical model. BMC Health Services Research, 22(1), 55.

[12]. Ren, Y. (2021). Research on product production process optimization of HF company GPT products based on Lean production (Doctoral dissertation, Xi’an University of Architecture and Technology). https://doi.org/10.27393/d.cnki.gxazu.2021.001256

[13]. Li, M. (2021). Smart cloud logistics control and management using a node group traversal simulation algorithm. Journal of Guiyang University (Natural Science Edition), 16(02), 6-10. https://doi.org/10.16856/j.cnki.52-1142/n.2021.02.002

[14]. Zhang, S. (Ed.). (2018). Probability theory and mathematical statistics. Science Press.

[15]. Hu, L., & Sun, X. (Eds.). (2020). MATLAB mathematical experiments (3rd ed.). Higher Education Press.

[16]. Jiang, Q., Xie, J., & Ye, J. (2018). Mathematical models (5th ed.). Higher Education Press.

Cite this article

Li,J.;Song,X. (2025). Based on multi-stage decision analysis in the production process. Advances in Operation Research and Production Management,3,37-44.

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The datasets used and/or analyzed during the current study will be available from the authors upon reasonable request.

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About volume

Journal:Advances in Operation Research and Production Management

Volume number: Vol.3
ISSN:3029-0880(Print) / 3029-0899(Online)

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