1. Introduction
With the rapid growth of global air traffic, the non-stop construction of restricted areas of large hub airports has become a key measure to balance facility upgrading and operation continuity. However, the coupling characteristics of construction and operation dual-system bring risks such as personnel misoperation and equipment invasion, which pose severe challenges to safety control [1]. As a new paradigm that breaks through the limitations of traditional risk management, safety resilience evaluation builds a whole chain mechanism of risk resistance, function recovery and long-term optimization by quantifying system adaptation, recovery and evolution capabilities, which not only provides support for avoiding major accidents and optimizing resource allocation, but also promotes the transformation of airport management from passive response to active resilience [2].
As shown in Figure 1, at the theoretical level, the theory of safety resilience has evolved from the static perspective of single risk resistance in the early stage to the multi-dimensional dynamic system view covering resistance, resilience, adaptability and transformation force. However, its application in the airport field is still in the embryonic stage, with existing research focusing on operation scenarios such as passenger flow evacuation of terminals and emergency response of air traffic control. The specialized theoretical framework for the non-stop construction of the forbidden zone has not been formed, or the ordinary construction model is applied to ignore the constraints of air defense, or the construction technology is only optimized without incorporating the operation dynamics. There is an obvious disconnect between theory and practice, and it is urgent to carry out the integrated innovation of scenarios [3].
From the perspective of non-stop construction management research, although the academic community has made progress in BIM progress visualization, process optimization such as night construction window period design, and risk control such as fault tree and event tree, it has significant limitations. It does not pay enough attention to special constraints such as restricted airspace specification and navigation red line, and focuses on the independent control of construction subsystem. Ignoring the coupling risks with flight scheduling, air traffic control instructions and other operation systems, it is difficult to meet the collaborative security requirements of "dual systems" [4].
In the field of safety evaluation methods, although analytic hierarchy process, fuzzy comprehensive evaluation and other tools are mature, they have prominent static defects and are mostly based on fixed node data evaluation, which cannot reflect the dynamic impact of construction progress and operation adjustment [1,5]. Indicators focus on static dimensions such as "risk probability and loss degree", and lack core indicators of resilience such as "recovery time and adaptation efficiency". Some complex algorithms are difficult to obtain airport data and have limited samples, so they are not suitable enough.

2. Research design
The non-stop construction of the restricted area of large hub airport is a typical dynamic evolution process of complex system, and its safety resilience evaluation needs to break through the limitations of traditional static risk management and build a systematic analysis framework integrating multi-dimensional and multi-scale [6-7]. Based on the complex system theory and the principle of resilience engineering, this paper proposes a three-dimensional evaluation model including resistance, resilience and learning force, aiming to comprehensively describe the dynamic response ability of airport system under construction disturbance. Based on the three-dimensional model framework, this study constructs an evaluation index system including 3 first-level indicators, 9 second-level indicators and 27 third-level indicators.
In order to solve the problem of ambiguity in the evaluation process, this study develops a combined evaluation method based on cloud model and improved TOPSIS method [8]. The quantitative indicators are converted into qualitative concepts through the forward cloud generator, and the digital features of the cloud model are used to deal with the uncertainty of the measurement data. For qualitative indicators, bidirectional cloud generator is used to realize the conversion between concept and value.
Firstly, the initial decision matrix is constructed, and the dimensional difference between the indicators is processed by the dynamic weighting method. Secondly, the entropy optimization cloud model is used to calculate the degree of each index belonging to the concept of "high resilience". Then the improved TOPSIS method was used to calculate the relative closeness of positive and negative ideal solutions, and the time weight factor was introduced to reflect the toughness change characteristics of different stages of construction. Finally, as shown in Figure 2, Monte Carlo simulation was used for 5000 iterations to evaluate the stability of the evaluation results [9].Among them, random variables were modeled using normal distribution with ±5% fluctuation ranges. Additional perturbation factors were incorporated, including emergency response time variations of ±15% and knowledge conversion efficiency fluctuations of ±20% to account for sensitivity indicators. Weight distributions were simulated using Beta distribution parameters (α=8, β=2) to represent subjective weight uncertainties in the resilience assessment framework.

Resilience Index (RI) is introduced as a comprehensive evaluation index, and its calculation formula is as follows:
Where
The specific evaluation system is shown in Table 1.
First-Level Indicator(Weight) |
Second-Level Indicator(Weight) |
Third-Level Indicator |
Indicator Attribute |
Data Source |
Resistance Dimension(0.362) |
Physical Protection(0.401) |
Hard Isolation Wind Pressure Resistance Level |
Quantitative |
Measured Data |
Operation Area Buffer Distance |
Quantitative |
Planning & Design Documents |
||
Monitoring Coverage Rate |
Quantitative |
System Logs |
||
Organizational Preparation(0.327) |
Emergency Plan Completeness |
Qualitative |
Expert Evaluation |
|
Personnel Qualification Compliance Rate |
Quantitative |
Personnel Files |
||
Safety Input Intensity |
Quantitative |
Financial Data |
||
Technical Reserve(0.272) |
Process Maturity Index |
Quantitative |
Patent Certification |
|
Equipment Reliability |
Quantitative |
O&M Records |
||
Technical Standard Completeness |
Qualitative |
Document Review |
||
Recovery Dimension(0.341) |
Emergency Response(0.386) |
Emergency Activation Time |
Quantitative |
Drill Records |
Command System Effectiveness |
Qualitative |
Expert Evaluation |
||
Information Transmission Accuracy |
Quantitative |
Communication Records |
||
Resource Scheduling(0.342) |
Standby Resource Activation Time |
Quantitative |
Drill Measurement |
|
Cross-Department Collaboration Efficiency |
Quantitative |
SNA Analysis |
||
Resource Adaptability |
Qualitative |
Expert Evaluation |
||
Function Reconstruction(0.272) |
Operation Index Recovery Rate |
Quantitative |
Operation Data |
|
System Reconstruction Time |
Quantitative |
Event Records |
||
Redundancy Configuration Level |
Quantitative |
Configuration List |
||
Learning Dimension(0.297) |
Knowledge Management(0.356) |
Case Library Update Frequency |
Quantitative |
System Logs |
Experience Feedback Closed-Loop Rate |
Quantitative |
Audit Reports |
||
Knowledge Sharing Index |
Quantitative |
Questionnaire Surveys |
||
System Improvement(0.332) |
Standard Revision Timeliness |
Quantitative |
Document Audit |
|
Training System Update Cycle |
Quantitative |
Training Records |
||
Defect Rectification Efficiency |
Quantitative |
O&M System |
||
Innovation Application(0.312) |
New Technology Application Ratio |
Quantitative |
Technical Reports |
|
Process Optimization Contribution |
Quantitative |
DEA Analysis |
||
Innovation Achievement Conversion Rate |
Quantitative |
Achievement Statistics |
3. Experimental result
This study selects Shanghai Pudong International Airport as the case study object, and the core lies in its representativeness as the core aviation hub in the Asia-Pacific region [10-11]. Pudong Airport is not only one of the three gateway composite hub airports in China, but also a key hub connecting the world's major aviation nodes. High flight take-off and landing density and complex airline network make the non-stop construction of its restricted area face the typical scenario of "tight construction window period, strong operation constraints and high requirements for multi-subject coordination" [12-13]. In addition, Pudong Airport has accumulated relatively perfect operation data, emergency plans and audit records in the non-stop construction management, which can provide sufficient and reliable data support for the empirical test of safety resilience evaluation model.
As shown in Table 2, the comprehensive resilience index of non-stop construction safety of Pudong Airport Exclusion Zone is 0.800, which is excellent and has a strong overall disturbance response ability. The resilience dimension has the best performance, reflecting that the airport has outstanding ability in emergency response initiation, cross-department resource scheduling and function reconstruction after disturbance, and can quickly restore the operation order. The dimension of resistance is the second, and its physical protection, organizational preparation and technical reserve system are solid, laying a foundation for risk pre-prevention and control. The dimension of learning ability is a weak link, and there is still room for optimization in knowledge management, system improvement and new technology application, which needs targeted improvement to strengthen long-term resilience evolution ability.
Evaluation Dimension |
Dimension Score |
Weight |
Weighted Score |
Grade |
Resistance Dimension |
0.824 |
0.362 |
0.298 |
Excellent |
Recovery Dimension |
0.861 |
0.341 |
0.294 |
Outstanding |
Learning Dimension |
0.702 |
0.297 |
0.208 |
Good |
RI |
0.800 |
— |
— |
Excellent |
4. Conclusion
Aiming at the problem of safety resilience evaluation of the coupling of construction and operation systems in the non-stop construction of the prohibited area of large hub airports, based on the theory of complex systems and the principle of resilience engineering, this study constructs a three-dimensional evaluation model of "resistance, resilience and learning", supporting 3 first-level, 9 second-level and 27 third-level index systems, innovating and integrating cloud model and improving TOPSIS method. 5000 Monte Carlo simulations are introduced to ensure the stability of the evaluation results, and Pudong Airport is taken as the empirical object to complete the verification.
The empirical results show that the comprehensive resilience index of non-stop construction safety of Pudong Airport Exclusion Zone reaches 0.800, among which the resilience dimension is the best, and the learning dimension is the main optimization direction. At the theoretical level, this study fills the gap in the specialized framework of safety resilience evaluation under the non-stop construction scenario of the airport exclusion zone; At the practical level, the proposed model and method can provide a reusable evaluation tool for similar airports. In the future, the sample can be expanded to cover hub airports of different sizes, the dimension indicators of learning force can be optimized, and the universality of the system can be further improved.
References
[1]. Hu, J., Bao, F., Huyan, J., Zhu, Y., Tong, Z., & Zhang, W. (2022). Risk Evaluation of Airport Safety during Non-stop Construction Using Fuzzy Analytical Hierarchy Process and Bayesian Belief Network. Advance Researches in Civil Engineering, 4(2), 10-23.
[2]. Zhang, C., & Wang, C. (2025). Application of BIM Technology for Construction of Jieyang Chaoshan International Airport Expansion Project with Non‐suspending Air Service. ce/papers, 8(2), 1322-35.
[3]. Cao, X. Y., Xu, J. G., & Feng, D. C. (2022). Infrastructure safety from the perspective of resilience theory. Energies, 15(16), 5778.
[4]. Chen, M., Ma, S., Zhang, Y., & Chen, Y. (2024, July). Research on safety risk assessment of non-stop construction in civil aviation airport. In IET Conference Proceedings CP886 (Vol. 2024, No. 12, pp. 400-05). Stevenage, UK: The Institution of Engineering and Technology.
[5]. Zhao, Z., & Geng, L. (2024, January). Image recognition method for dangerous behavior of non-stop construction personnel in large airports. In International Conference on Algorithm, Imaging Processing, and Machine Vision (AIPMV 2023) (Vol. 12969, pp. 256-261). SPIE.
[6]. Xin, C., Shi, Q., Xiao, C., Shao, Y., & Liu, C. (2025). Integrating Construction and Operation of Large Interorganizational Projects Based on Resource Orchestration: A Case Study of Shanghai Airports. Buildings, 15(6), 866.
[7]. Bonnefoy, P. A. (2008). Scalability of the air transportation system and development of multi-airport systems: A worldwide perspective (Doctoral dissertation, Massachusetts Institute of Technology).
[8]. Zhu, M., Zhou, W., Hu, M., Du, J., & Yuan, T. (2023). Evaluating the renewal degree for expressway regeneration projects based on a model integrating the fuzzy Delphi method, the fuzzy AHP method, and the TOPSIS method. Sustainability, 15(4), 3769.
[9]. Sadeghi, N., Fayek, A. R., & Pedrycz, W. (2010). Fuzzy Monte Carlo simulation and risk assessment in construction. Computer‐Aided Civil and Infrastructure Engineering, 25(4), 238-252.
[10]. Zhao, H., Wu, C., Wang, X., & Zheng, Y. (2014). Pavement condition monitoring system at shanghai pudong international airport. In Pavement materials, structures, and performance (pp. 283-95).
[11]. Yin, P., & Peng, M. (2023). Station layout optimization and route selection of urban rail transit planning: A case study of shanghai pudong international airport. Mathematics, 11(6), 1539.
[12]. Xu, H., Fu, Q., Yu, Y., Liu, Q., Pan, J., Cheng, J., ... & Liu, L. (2020). Quantifying aircraft emissions of Shanghai Pudong International Airport with aircraft ground operational data. Environmental Pollution, 261, 114115.
[13]. Ying, J. (2009). Shanghai Pudong International Airport. Elevator World, 57(3).
Cite this article
Liu,W.;Bao,M.;Zhang,P. (2025). Study on Safety Resilience Evaluation of Non-stop Construction in Restricted Area of Large Hub Airport. Applied and Computational Engineering,194,1-6.
Data availability
The datasets used and/or analyzed during the current study will be available from the authors upon reasonable request.
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References
[1]. Hu, J., Bao, F., Huyan, J., Zhu, Y., Tong, Z., & Zhang, W. (2022). Risk Evaluation of Airport Safety during Non-stop Construction Using Fuzzy Analytical Hierarchy Process and Bayesian Belief Network. Advance Researches in Civil Engineering, 4(2), 10-23.
[2]. Zhang, C., & Wang, C. (2025). Application of BIM Technology for Construction of Jieyang Chaoshan International Airport Expansion Project with Non‐suspending Air Service. ce/papers, 8(2), 1322-35.
[3]. Cao, X. Y., Xu, J. G., & Feng, D. C. (2022). Infrastructure safety from the perspective of resilience theory. Energies, 15(16), 5778.
[4]. Chen, M., Ma, S., Zhang, Y., & Chen, Y. (2024, July). Research on safety risk assessment of non-stop construction in civil aviation airport. In IET Conference Proceedings CP886 (Vol. 2024, No. 12, pp. 400-05). Stevenage, UK: The Institution of Engineering and Technology.
[5]. Zhao, Z., & Geng, L. (2024, January). Image recognition method for dangerous behavior of non-stop construction personnel in large airports. In International Conference on Algorithm, Imaging Processing, and Machine Vision (AIPMV 2023) (Vol. 12969, pp. 256-261). SPIE.
[6]. Xin, C., Shi, Q., Xiao, C., Shao, Y., & Liu, C. (2025). Integrating Construction and Operation of Large Interorganizational Projects Based on Resource Orchestration: A Case Study of Shanghai Airports. Buildings, 15(6), 866.
[7]. Bonnefoy, P. A. (2008). Scalability of the air transportation system and development of multi-airport systems: A worldwide perspective (Doctoral dissertation, Massachusetts Institute of Technology).
[8]. Zhu, M., Zhou, W., Hu, M., Du, J., & Yuan, T. (2023). Evaluating the renewal degree for expressway regeneration projects based on a model integrating the fuzzy Delphi method, the fuzzy AHP method, and the TOPSIS method. Sustainability, 15(4), 3769.
[9]. Sadeghi, N., Fayek, A. R., & Pedrycz, W. (2010). Fuzzy Monte Carlo simulation and risk assessment in construction. Computer‐Aided Civil and Infrastructure Engineering, 25(4), 238-252.
[10]. Zhao, H., Wu, C., Wang, X., & Zheng, Y. (2014). Pavement condition monitoring system at shanghai pudong international airport. In Pavement materials, structures, and performance (pp. 283-95).
[11]. Yin, P., & Peng, M. (2023). Station layout optimization and route selection of urban rail transit planning: A case study of shanghai pudong international airport. Mathematics, 11(6), 1539.
[12]. Xu, H., Fu, Q., Yu, Y., Liu, Q., Pan, J., Cheng, J., ... & Liu, L. (2020). Quantifying aircraft emissions of Shanghai Pudong International Airport with aircraft ground operational data. Environmental Pollution, 261, 114115.
[13]. Ying, J. (2009). Shanghai Pudong International Airport. Elevator World, 57(3).