TY - GEN
T1 - Estimation Model for Armed Vehicle Evacuation Time Under Air Raid Scenarios
AU - Chen, Ruijie
AU - Li, Xiaoduo
AU - Hua, Yongzhao
AU - Dong, Xiwang
AU - Ren, Zhang
N1 - Publisher Copyright:
© 2025 Technical Committee on Control Theory, Chinese Association of Automation.
PY - 2025
Y1 - 2025
N2 - To assess the rapid evacuation of armed vehicles, including tanks and armored vehicles, under airstrike threats, this study proposes an evacuation time estimation (ETE) model based on macroscopic traffic flow theory. The model comprehensively considers airstrike threats, road network characteristics, vehicle performance, and driver behavior to establish an ETE model consistent with evacuation behavior during airstrikes. Emergency commanders can utilize this model to calculate ETE and conduct sensitivity analyses to evaluate the impact of parameter variations on evacuation time. By examining the influence of reasonable parameter changes, the model can be adapted to different tactical requirements and compute the proportion of evacuated vehicles over time. Firstly, based on operational deployment and battlefield conditions, a mathematical model for the number of evacuating armed vehicles is constructed to achieve quantitative calculation of evacuation scale. Secondly, utilizing historical data and battlefield environments, probabilistic and statistical methods are employed to estimate the travel distribution of armed vehicles over different time periods, enabling dynamic simulation of departure times. Finally, by integrating the number of evacuating vehicles and travel distribution, traffic flow theory is applied to estimate road traffic volume at different time intervals, achieving real-time assessment of road network loads and ultimately calculating the proportion of evacuated vehicles and the final evacuation time. Simulation experimental results are consistent with actual scenarios, validating the effectiveness of the proposed model.
AB - To assess the rapid evacuation of armed vehicles, including tanks and armored vehicles, under airstrike threats, this study proposes an evacuation time estimation (ETE) model based on macroscopic traffic flow theory. The model comprehensively considers airstrike threats, road network characteristics, vehicle performance, and driver behavior to establish an ETE model consistent with evacuation behavior during airstrikes. Emergency commanders can utilize this model to calculate ETE and conduct sensitivity analyses to evaluate the impact of parameter variations on evacuation time. By examining the influence of reasonable parameter changes, the model can be adapted to different tactical requirements and compute the proportion of evacuated vehicles over time. Firstly, based on operational deployment and battlefield conditions, a mathematical model for the number of evacuating armed vehicles is constructed to achieve quantitative calculation of evacuation scale. Secondly, utilizing historical data and battlefield environments, probabilistic and statistical methods are employed to estimate the travel distribution of armed vehicles over different time periods, enabling dynamic simulation of departure times. Finally, by integrating the number of evacuating vehicles and travel distribution, traffic flow theory is applied to estimate road traffic volume at different time intervals, achieving real-time assessment of road network loads and ultimately calculating the proportion of evacuated vehicles and the final evacuation time. Simulation experimental results are consistent with actual scenarios, validating the effectiveness of the proposed model.
KW - Airstrike
KW - Evacuation Model
KW - Evacuation Time Estimation
KW - Traffic Management
UR - https://www.scopus.com/pages/publications/105020311490
U2 - 10.23919/CCC64809.2025.11178667
DO - 10.23919/CCC64809.2025.11178667
M3 - 会议稿件
AN - SCOPUS:105020311490
T3 - Chinese Control Conference, CCC
SP - 1421
EP - 1426
BT - Proceedings of the 44th Chinese Control Conference, CCC 2025
A2 - Sun, Jian
A2 - Yin, Hongpeng
PB - IEEE Computer Society
T2 - 44th Chinese Control Conference, CCC 2025
Y2 - 28 July 2025 through 30 July 2025
ER -