A hierarchical cause-effect analysis of risk factors in the petrochemical industry, and their assessment using the cloud model approach

Document Type : Original Article

Authors

1 Ph.D. student in Operation Management and Decision Science Department, College of Management, University of Tehran, Tehran, Iran.

2 Professor of Technology and Innovation Management Department, College of Management, University of Tehran, Tehran, Iran.

3 Ph.D. graduate in of Technology and Innovation Management Department, College of Management, University of Tehran, Tehran, Iran.

Abstract

Introduction and Objectives: The petrochemical industry faces numerous risks due to its technical, economic, and environmental complexities, including financial challenges, sanctions, and social issues, which can lead to significant losses in project cost, time, quality, and scope. Effective risk management in this sector not only mitigates these losses but also plays a critical role in enhancing project efficiency and success. However, inadequate or incorrect risk management can result in project delays or reduced productivity. Thus, accurate risk identification and assessment are essential as the foundational steps in the risk management process. This study aims to provide a comprehensive framework for analyzing and evaluating risks in petrochemical projects. By focusing on mapping the hierarchical network of risk interactions and prioritizing them, the research seeks to develop a practical tool for improving risk management and preventing potential damages. The objective is to offer actionable insights for project managers to make informed decisions and manage risks effectively across various stages of the project lifecycle.
Research Methodology: This study adopts a positivist paradigm, designed as an applied and descriptive-survey research. Quantitative data were collected using structured questionnaires and credible documents from a target population comprising risk management experts and senior petrochemical managers with practical and theoretical experience in the field. A two-stage hybrid approach was employed for data analysis. In the first stage, the DEMATEL-ISM model was used to identify causal relationships between risks and construct their hierarchical structure, calculating metrics such as centrality (e.g., 4.39 for C1) and causality (e.g., 0.607 for C1) to determine the importance and causal role of each risk. In the second stage, a combination of FMEA (Failure Mode and Effects Analysis) and CM-TOPSIS was applied to quantitatively assess and rank risks based on factors like severity, occurrence, and detectability. The process was validated through expert judgment in two phases to ensure accuracy and reliability. This hybrid approach provided a deeper and more multidimensional perspective compared to traditional methods like FMEA alone.
Findings: The study yielded two key findings. First, DEMATEL-ISM analysis produced a hierarchical network illustrating the causal relationships among risks. This network revealed that risks such as “lack of attention to regional welfare and social issues” (C5) and “failure to document lessons learned” (C10) act as root causes, influencing higher-level risks like “financial challenges” (C1) and “equipment supply issues” (C9). Second, the FMEA-CM-TOPSIS assessment prioritized risks, identifying C1 (with a closeness coefficient of 0.758511) and C9 (CC of 0.562901) as the most critical risks requiring active management. Path analysis further showed that C5 and C10 exacerbate overall project risk by impacting intermediate factors (e.g., C1 and C9). Compared to traditional FMEA, this hybrid method offered greater precision and detail in analyzing interdependencies, enabling the identification of key vulnerabilities in the project structure.
Conclusion: By integrating DEMATEL-ISM and FMEA-CM-TOPSIS, this research presents an innovative framework for risk identification, analysis, and evaluation in petrochemical projects. The approach enhances the prioritization of critical risks and, through path analysis, enables data-driven decision-making for managers, ultimately reducing losses and boosting efficiency. Future research could explore the probability of risk occurrence using historical data and impact networks. Additionally, leveraging data mining to automate risk identification and prediction based on past industry patterns could further improve risk management processes. This study marks a significant step toward advancing risk management in the petrochemical sector, paving the way for more sophisticated future investigations.

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  1. Ahsan, F., Naseem, A., Ahmad, Y., & Sajjad, Z. (2023). Evaluation of manufacturing process in low variety high volume industry with the coupling of cloud model theory and TOPSIS approach. Quality Engineering, 35(2), 222-237.
  2. Ahmadi, O., Mortazavi, S. B., Mahabadi, H. A., & Hosseinpouri, M. (2020). Development of a dynamic quantitative risk assessment methodology using fuzzy DEMATEL-BN and leading indicators. Process Safety and Environmental Protection, 142, 15–44.
  3. Akyuz, E., & Celik, E. (2015). A fuzzy DEMATEL method to evaluate critical operational hazards during the gas freeing process in crude oil tankers. Journal of Loss Prevention in the Process Industries, 38, 243–253.
  4. Ali-Kazemi, M., Ehtesham-Rathi, R., & Ali-Hosseini, M. (2020). Assessment of human risk factors in oil and gas projects: A case study of Pars Oil and Gas Company. Energy Policy and Planning Research Journal, 6(1), 28.
  5. Asgarizadeh, E., & Mohammadi Balani, A. (2019). Multicriteria decision-making techniques. Tehran: University of Tehran Press.
  6. Cai, B., Zhao, L., Liu, Y., Zhang, Y., Li, W., Shao, X., & Liu, Y. (2022). Quantitative risk assessment methodology of installation process for deepwater oil and gas equipment. Journal of Cleaner Production, 341, 130835.
  7. Cooper, D. F. (2005). Project risk management guidelines: Managing risk in large projects and complex procurements. London: Wiley.
  8. Dalkey, N., & Helmer, O. (1963). An experimental application of the Delphi method to the use of experts. Management Science, 9(3), 458–467.
  9. Delbecq, A. L., Van de Ven, A. H., & Gustafson, D. H. (1975). Group techniques for program planning: A guide to nominal group and Delphi processes. Scott, Foresman.
  10. Ebadzadeh, F., Monavari, S. M., Jozi, S. A., Robati, M., & Rahimi, R. (2023). Combining the Bow-tie model and EFMEA method for environmental risk assessment in the petrochemical industry. International Journal of Environmental Science and Technology, 20(2), 1357-1368.
  11. Emami, M., Hejazi, B., Karimi, M., & Mousavi, S. A. (2022). Quantitative risk assessment and risk reduction of integrated acid gas enrichment and amine regeneration process using Aspen Plus dynamic simulation. Results in Engineering, 100566.
  12. Goodarzi, N., & Nazari, A. (2024). Evaluation of human resource productivity risks, fuzzy DEMATEL and system dynamics approach (case study: High-rise building projects). Journal of Industrial Management Perspective, 14(3), 141-168. https://doi.org/10.48308/jimp.14.3.141
  13. Project Management Institute. (2008). A guide to the project management body of knowledge (PMBOK® guide)(Vol. 11, pp. 7-8).
  14. Guo, X., Yang, Z., Sun, J., & Zhang, Y. (2024). Impact pathways of emerging ITs to mitigate supply chain vulnerability: A novel DEMATEL-ISM approach based on grounded theory. Expert Systems with Applications, 239, 122398.
  15. Khodadlikhoo, S. (2011). Quantitative analysis of the impact of risks on time and cost of activities among them (Master's thesis, School of Civil Engineering, University of Tehran).
  16. Li, J., & Xu, K. (2021). A combined fuzzy DEMATEL and cloud model approach for risk assessment in process industries to improve system reliability. Quality and Reliability Engineering International, 37(3), 2110–2133.
  17. Li, D., Liu, C., & Gan, W. (2009). A new cognitive model: Cloud model. International Journal of Intelligent Systems, 24(3), 357-375.
  18. Liu, H. C., Wang, L. E., Li, Z., & Hu, Y. P. (2018). Improving risk evaluation in FMEA with cloud model and hierarchical TOPSIS method. IEEE Transactions on Fuzzy Systems, 27(1), 84-95.
  19. Mazumder, R. K., Salman, A. M., & Li, Y. (2021). Failure risk analysis of pipelines using data-driven machine learning algorithms. Structural Safety, 89, 102047.
  20. Meng, X., Zhu, J., Chen, G., Shi, J., Li, T., & Song, G. (2022). Dynamic and quantitative risk assessment under uncertainty during deepwater managed pressure drilling. Journal of Cleaner Production, 334, 130249.
  21. Moniri, M. R., Alam Tabriz, A., & Ivoq, A. (2022). Risk assessment of major repair projects in upstream oil process industries using a combined fuzzy multicriteria decision-making method. Industrial Management Perspective Journal, 12(46), 135-173.
  22. Moradi, M., & Mirzazadeh, M. (2019). Identification, assessment, and ranking of production risks in the pharmaceutical industry using failure mode analysis method: A case study of Subhan Daru Company. Healthcare Management Quarterly, 10(31), 10.
  23. Nabavi, B. (1997). Introduction to research methods in social sciences. Tehran: Farvardin Publishing.
  24. Nazari, A., Jaberi, M., & Sadegh Amal Nik, M. (2013). Developing a risk management model for project-based organizations. Advances in Industrial Engineering, 47(1), 93-104. https://doi.org/10.22059/jieng.2013.35513
  25. Okoli, C., & Pawlowski, S. D. (2004). The Delphi method as a research tool: An example, design considerations and applications. Information & Management, 42(1), 15-29.
  26. Planning and Strategic Supervision Bureau. (2008). Risk management in projects(Publication No. 659). Tehran: Publications of the Planning and Strategic Supervision Bureau.
  27. Project Management Institute. (2017). A guide to the project management body of knowledge (PMBOK® guide)(6th ed.). Project Management Institute.
  28. Project Management Institute (PMI), Project Management Standards Collection (translated by Project Management Research and Development Center, Petrochemical). (2013). Tehran: Mehreban Publishing.
  29. Project Management Research and Development Center (Petrochemical). (2012). Identification of common risks in petrochemical projects at all stages of the project life cycle and proposing reaction strategies. Internal organizational research report. Petrochemical Industry Development Management Company.
  30. Razini, R., Azar, A., & Mohammadi, M. (2013). A performance measurement model for agile organizations: A structural-interpretive modeling approach. Industrial Management Perspective Journal, 3(4), 87-109.
  31. Renjith, V. R., Madhu, G., Nayagam, V. L. G., & Bhasi, A. B. (2010). Two-dimensional fuzzy fault tree analysis for chlorine release from a chlor-alkali industry using expert elicitation. Journal of Hazardous Materials, 183, 103–110.
  32. Rezaei-Aghmashhadi, M., Mahfoozi, G., & Rahimzadeh, F. (2022). Applying Delphi-Fuzzy and Fuzzy DEMATEL approaches to identify and assess the factors affecting the credit risk of individual clients in Bank Melli Iran. Financial Engineering and Securities Quarterly, 13(51), 27.
  33. Sarmad, Z., Bazargan, A., & Hejazi, E. (2013). Research methods in behavioral sciences. Tehran: Agah Publishing.
  34. Vahdani, B., Salimi, M., & Charkhchian, M. (2015). A new FMEA method by integrating fuzzy belief structure and TOPSIS to improve risk evaluation process. International Journal of Advanced Manufacturing Technology.
  35. Wang, L., Yan, F., Wang, F., & Li, Z. (2021a). FMEA-CM based quantitative risk assessment for process industries—A case study of coal-to-methanol plant in China. Process Safety and Environmental Protection, 149, 299–311.
  36. Wang, M., Wang, Y., Shen, F., & Jin, J. (2021b). A novel classification approach based on integrated connection cloud model and game theory. Communications in Nonlinear Science and Numerical Simulation, 93, 105540.
  37. Wang, Y., Gao, M., Wang, J., Wang, S., Liu, Y., Zhu, J., & Tan, Z. (2021c). Measurement and key influencing factors of the economic benefits for China’s photovoltaic power generation: A LCOE-based hybrid model. Renewable Energy, 169, 935–952.
  38. Wang, J. Q., Peng, J. J., Zhang, H. Y., Liu, T., & Chen, X. H. (2015). An uncertain linguistic multi-criteria group decision-making method based on a cloud model. Group Decision and Negotiation, 24(1), 171-192.
  39. Wu, X., Huang, H., Xie, J., Lu, M., Wang, S., Li, W., & Sun, X. (2023). A novel dynamic risk assessment method for the petrochemical industry using bow-tie analysis and Bayesian network analysis method based on the methodological framework of ARAMIS project. Reliability Engineering & System Safety, 237, 109397.
  40. Yan, F., Li, Z. J., Dong, L. J., Huang, R., Cao, R. H., Ge, J., & Xu, K. L. (2021). Cloud model-clustering analysis based evaluation for ventilation system of underground metal mine in alpine region. Journal of Central South University, 28(3), 796-815.
  41. Zegordi, S., Nazari, A., & Rezaee Nik, E. (2014). Project risk assessment by a hybrid approach using fuzzy-ANP and fuzzy-TOPSIS. Sharif Journal of Industrial Engineering & Management, 29-1(2), 3-14.
  42. Zhu, J., Chen, G., Yin, Z., Khan, F., & Meng, X. (2022). An integrated methodology for dynamic risk evaluation of deepwater blowouts. Journal of Loss Prevention in the Process Industries, 74, 104647.