Is equilibrium in transport pure Nash,mixed or Stochastic?

The classical theory of transport equilibrium is based on the Wardrop’s first principle that describes a Nash User Equilibrium (UE), where in no driver can unilaterally change routes to improve his/her travel times. A growing number of economic laboratory experiments aiming at testing Nash-Wardrop equilibrium have shown that the Pure Strategy Nash Equilibrium (PSNE) is not able to explain the observed strategic choices well. In addition even though Mixed Strategy Nash Equilibrium (MSNE) has been found to fit better the observed aggregate choices, it does not explain the variance in choices well. This study analyses choices made by users in three different experiments involving strategic interactions in endogenous congestion to evaluate equilibrium prediction. We compare the predictions of the PSNE, MSNE and Stochastic User Equilibrium (SUE). In SUE, the observed variations in choices are assumed to be due to perception errors. The study proposes a method to iteratively estimate SUE models on choice data with strategic interactions. Among the three sets of experimental data the SUE approach was found to accurately predict the average choices, as well as the variances in choices. The fact that the SUE model was found to accurately predict variances in choices, suggests its applicability for transport equilibrium models that attempt to evaluate reliability in transportation systems. This finding is fundamental in the effort to determining a behaviourally consistent paradigm to model equilibrium in transport networks. The study also finds that Fechner error which is the inverse of the scale parameter in the SUE model is affected by the group sizes and the complexity of the cost function. In fact, the larger group sizes and complexity of cost functions increased the variability in choices. Finally, from an experimental design standpoint we show that it is not possible to estimate a noise parameter associate to Fechner error in the case when the choices are equally probable.     

SBR法在天津港污水处理中心化学污水处理工程中的应用

介绍天津港化学污水处理工程的污水水源、水质及为实现处理方案而作的试验室试验情况，最后采用SBR法处理化学污水，主要指标达到国家三废排放标准。     

步履式顶推跨铁路钢箱梁施工技术

结合沈阳绕城高速公路后丁香大桥钢箱梁的施工,对步履式顶推法施工中的钢箱梁拼装平台的搭设、钢箱梁的拼装、临时墩设置、导梁拼装、顶推设备布设、顶推步骤及落梁作了简单叙述,并对顶推施工中的注意事项、控制措施、控制的重难点等进行了详细介绍,可为今后同类型桥梁的施工提供参考。     

地铁车站结构随机振动响应分析

基于地震反应的随机非确定性,运用基于概率统计方法的随机振动理论进行结构抗震分析,考察结构的动力可靠度,是一种合理的设计方法。运用虚拟激励法对青岛地铁五四广场站进行随机振动分析,避免了传统方法计算的冗繁,得到了具有统计意义的结构动力响应。考虑x向功率谱输入时,弯矩分布较为均匀;地铁结构体型变化较大的部位剪力明显增大;柱底剪力较小,边跨柱剪力小于中跨柱底剪力。考虑y向功率谱函数输入时,沿梁轴向剪力值逐渐增大,柱底剪力明显大于x向输入时的柱底剪力,边跨柱柱底剪力大于中跨柱底剪力。所得结论为地铁站这一复杂结构形式进行基于可靠度理论的设计提供了依据,可以作为同类设计的参考指导。     

城市轨道交通高峰线路客流协同控制方法

在线路客流控制中，需同时考虑各个车站控流方案的可执行性与协同性. 采用 Fisher 最优分割法确定合理客流控制时段，基于此建立以乘客总等待时间最少和旅客周转量最大为目标的线路客流协同控制线性规划模型. 基于成都地铁2 号线AFC数据进行实验，针对协同控流与非协同控流方案，以及不同客流控制时段划分方案下的协同控流方案进行对比实验. 算例中：协同控流方案在旅客周转量下降约1.0%的情况下，乘客总等待时间减少约 56.7%；基于Fisher 最优分割法确定的时段划分方案中协同控流方案在乘客总等待时间方面最优，并具有很好的可执行性.     

Network equilibrium models with battery electric vehicles

The limited driving ranges, the scarcity of recharging stations and potentially long battery recharging or swapping time inevitably affect route choices of drivers of battery electric vehicles (BEVs). When traveling between their origins and destinations, this paper assumes that BEV drivers select routes and decide battery recharging plans to minimize their trip times or costs while making sure to complete their trips without running out of charge. With different considerations of flow dependency of energy consumption of BEVs and recharging time, three mathematical models are formulated to describe the resulting network equilibrium flow distributions on regional or metropolitan road networks. Solution algorithms are proposed to solve these models efficiently. Numerical examples are presented to demonstrate the models and solution algorithms.     

广义罚函数法及其在电机优化设计中的应用

提出了一种新的适用于电机优化设计的广义罚函数法，该方法可以避免增目标函数的“病态”特性，具有收敛速度快、自动边界搜索等优点。在电机优化设计中的应用表明，该方法优于ＳＵＭＴ法。     

高黎贡山隧道1号竖井设计及分析

为了满足高黎贡山隧道竖井施工任务要求，综合隧道所处环境及竖井能力需求，按照竖井井口、井筒、井下3方面统筹考虑的总体设计思路，提出高黎贡山隧道1号竖井设计关键问题的解决方案： 1）根据井口地形、地貌条件及提升设备、井口车场布置要求，合理布置井口场坪； 2）根据竖井功能定位，竖井宜采用主副井模式； 3）根据井下施工的出渣量、材料数量、人员进出量等综合考虑竖井断面尺寸； 4）当地质条件、水文地质条件允许时，竖井宜采用短段掘砌混合作业法施工，设置模筑混凝土井壁； 5）竖井提升设备宜按井下施工期间的要求考虑，建井期间各设备之间能力应匹配； 6）竖井施工能力应满足井下施工期间出渣、进料要求，并留有富余； 7）井底车场应结合运输方式及进料、出渣等功能要求确定； 8）竖井安全保障应首要解决地下水问题。目前高黎贡山隧道1号竖井主井已完成建井，结果表明铁路隧道竖井按照以上设计方法及思路是可行的。     

大型集装箱船船舶尺度的一种确定方法

随着船舶向大型化发展,现有的船舶主尺度之间关系数学模型已不能满足大型船舶的要求,文中依据多艘实船数据,利用曲线拟合的方法建立大型集装箱船船舶主尺度之间关系的数学模型.