英文摘要 |
Mass-event's activities usually attract a large number of trips in a short time period. Therefore, how to efficiently evacuate the activity participants which are attracted by mass-events is an important issue. When a mass-event is held, the network traffic performance highly depends on prior planning of the transportation network system. In this study, a network design model for continuous mass-events evacuation is presented. Under the network design mechanism, the traffic flow of activity participants and non-participants are distinguished. We expect in the mass-events network design model, the traffic flow of participants can be evacuated effectively, and the flow of non-participants such as local residents will be influenced and impacted as little as possible. This study deal with a network design problem. We formulate it as a bi-level programming model. The upper level problem considers how to construct an evacuation network with minimum network total travel costs. The lower level problem is one of the constraints for the upper level problem and considers the participants' evacuating route/destination choice behaviors as well as non-participants' route choice behaviors. Because the solution of this evacuation network design model is to slove non-convex and mixed 0-1 integer nonlinear programming, it is difficult to obtain. In solving the problem, the Simulated Annealing Method, Diagonalization Method and Gradient Projection Method are adopted to develop the solution algorithm for the bi-level model. The numerical test results indicate that the solution of the evacuation network design model for mass-events is accurate and practical. The result of this research is an important reference for decision-making process for government, military units and other administrations when holding mass-event related activities in the future. |