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Optimization Model of Signal Timing at Isolated Intersections Based on Stochastic Chance Constrained Programing

机译:基于随机机会约束编程的孤立交叉口信号配时优化模型

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Most optimization models of signal timing at isolated intersections delay formulas are designed using transient delay model or fixed number theory delay model. According to the random characteristic that arrival rate from each entrance lane at the intersection for stochastic, targeting at the minimum gap between green time of each phase and the actual needs of green time, a stochastic chance constrained programing model of signal timing at isolated intersections is proposed. A new algorithm for stochastic chance constrained programing, which uses a two-phase signalized intersection as the simulation example, is presented using a combination of random simulation and particle swarm optimization. The results show that the random variation of arrival rate has an obvious effect on the parameter setting of intersection signal timing, which illustrates the correctness of the model and the algorithm.
机译:隔离交叉口延迟公式中大多数信号时序优化模型都是使用瞬态延迟模型或固定数论延迟模型设计的。根据随机交叉口每个入口车道到达率的随机特征,针对每个相位的绿灯时间与实际绿灯时间的需求之间的最小差距,建立了一个随机机会约束的信号在交叉口处的时序编程模型。建议的。结合随机仿真和粒子群算法,提出了一种新的随机机会约束规划算法,该算法以两相信号交叉口为仿真实例。结果表明,到达率的随机变化对交叉路口信号定时的参数设置有明显的影响,说明了模型和算法的正确性。

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