Stability and bifurcation in network traffic flow: A Poincaré map approach

Previous studies have shown that, in a diverge-merge network with two intermediate links (the DM network), the kinematic wave model always admits stationary solutions under constant boundary conditions, but periodic oscillations can develop from empty initial conditions. Such contradictory observations suggest that the stationary states be unstable. In this study we develop a systematic approach to investigate the stability property of stationary states in this and other networks within the framework of network kinematic wave theories. Based on the observation that kinematic waves propagate in a circular path when only one of the two intermediate links is congested, we derive a one-dimensional, discrete Poincaré map in the out-flux at a Poincaré section. We then prove that the fixed points of the Poincaré map correspond to stationary flow-rates on the two links. With Lyapunov’s first method, we demonstrate that the Poincaré map can be finite-time stable, asymptotically stable, or unstable. When unstable, the map is found to have periodical points of period two, but no chaotic solutions. We further analyze the bifurcation in the stability of the Poincaré map caused by varying route choice proportions. We apply the Poincaré map approach to analyzing traffic patterns in more general (DM)ⁿ and beltway networks, which are sufficient and necessary structures for network-induced unstable traffic and gridlock, respectively. This study demonstrates that the Poincaré map approach can be efficiently applied to analyze traffic dynamics in any road networks with circular information propagation and provides new insights into unstable traffic dynamics caused by interactions among network bottlenecks.     

Airline energy efficiency measures using the Virtual Frontier Network RAM with weak disposability

In this paper, airline energy efficiency is divided into three stages: the operations stage, the services stage and the sales stage. Greenhouse gas emissions are treated as an undesirable output of the services stage. This new three-stage strategic operating framework is a modification of existing models. A new model, Virtual Frontier Network Range Adjusted Measure with weak disposability, is proposed to evaluate the efficiencies of 22 international airlines, from 2008 to 2012. The results show that the new model can establish more reasonable rankings and confirm new benchmarking airlines and that inclusion in the European Union’s Emissions Trading Scheme has had little influence on the improvement of airline energy efficiency.     

问题式教学在《汽车构造》网络授课中的实践应用

文章通过对问题式教学的理论分析,结合疫情期间开展网络授课的教学过程,通过理论分析和实践教学来探索问题式教学在网络教学过程中的开展方式,以此构建基于网络教学生成问题、回答问题、解决问题和检验问题的问题式教学模式,从而提高网络授课的教学效果,培养学生自主学习的能力.     

PDM在客车制造企业的应用规划

PDM（产品数据管理）技术在制造业中的应用正在迅速普及。本文结合为武汉客车厂开发PDM的实际经验。阐述客车制造企业开发PDM的规划。     

关于集成化汽车故障诊断系统及其支持技术研究

集成化汽车故障诊断系统有两种不同的体系结构,可由状态检测、信息融合、故障诊断、网络信息获取以及网络通讯等模块构成。在系统分析各模块功能得基础上,论述了检测设备仪器通讯的标准化、故障诊断专家系统的通用化、故障诊断推理方法的多元化和故障诊断知识获取的网络化是实现集成化汽车故障诊断系统的关键性支持技术。     

城市公交线网规划综合评价方法研究

首先建立科学的城市公交线网规划综合评价流程和指标体系。然后在主成分分析法原理的基础上,提出应用主成分分析法对公交线网规划进行综合评价的操作步骤。最后借助统计分析软件SPSS实施综合评价,并与专家咨询法、模糊分析法等常用综合评价方法对比分析评价结果。     

构建网络安全体系,保障电子政务畅通

构建安全的电子政务网络体系对于推动政府工作信息化、促进政务公开、提高政府办公效率、构建和谐社会是非常重要的.在详细介绍目前网络安全一些认识误区的基础上,结合实际工作经验,从技术实施、制度建设方面阐述了如何构建安全的网络体系的问题.     

针对ARP病毒的解决方案

简单介绍了ARP协议,分析了ARP攻击的原理,从机制上说明了流行的防治方法的有效性.提出交换机双向绑定是目前较全面又持久的解决方案,它是由网络的管理和硬件的配置共同实现的.     

高分子湿度传感器湿滞和温度补偿神经网路算法研究

高分子湿度传感器的感湿特性存在湿滞环,并且传感器对温度比较敏感,需要进行湿度和温度补偿。本文构建了两个BP神经网路分别映射传感器感湿特性的升程和降成,并同时将环境温度参数作为神经网络输入的一部分,实现传感器湿滞映射和温度补偿。利用MATLAB神经网络工具箱对网络进行了离线训练和验证,结果表明该网络能够较理想地映射传感器的湿滞环,并能够达到温度补偿作用。     

树脂混凝土强度预测的神经网络模型

本文运用均匀设计的方法进行树脂混凝土的配合比设计,用较少的试验取得较好的效果;建立了树脂混凝土的强度预测的神经网络模型,对试验的数据进行了训练和仿真,预测的结果与试验结果吻合非常好。