直线电机轨道交通系统的地面电阻制动仿真

通过对列车进行的牵引计算、对地面电阻制动的功率确定和地面电阻制动斩波器的设置计算机仿真分析,介绍直线电机驱动城市轨道交通列车起制动频繁,为了减少车载设备,降低列车重量,减少直线电机功率要求,以及地铁隧道内的温升,所以采用地面电阻制动。     

电磁馈能悬架作动器设计

为了实现电磁馈能悬架减振与能量回收的目的,将永磁直线电机作为悬架的作动器。以传统筒式减振器为试验对象,设计了一种圆筒型直线式作动器,对作动器各部分结构尺寸进行了设计,并对作动器进行了仿真分析。结果表明:设计的永磁直线作动器电磁力在均值为330N,磁场分布均匀,满足作动器设计要求。     

轨道交通建设与城市道路相结合研究

为有效利用城市土地与空间资源,轨道交通多沿既有或规划城市道路敷设。在项目设计过程中,若未考虑好轨道交通与城市道路的关系,将会引起征地拆迁、道路改造、环境保护等一系列问题,有可能影响项目建设的顺利进行。因此,为提高轨道交通建设质量,从两者的空间关系、线形适应性等方面进行理论分析。结合城市空间规划,从环境适应性、技术可行性与经济合理性等多方面考虑确定合理的空间关系,以技术指标匹配性为参考指标,进行线路走向选择。通过工程实例的对应研究,论证理论分析的合理性及可操作性,可用于指导轨道交通的建设及城市道路的改造。     

Estimation of origin-destination matrices from link counts and sporadic routing data

Estimation of origin-destination (OD) matrices from link count data is a challenging problem because of the highly indeterminate relationship between the observations and the latent route flows. Conversely, estimation is straightforward if we observe the path taken by each vehicle. We consider an intermediate problem of increasing practical importance, in which link count data is supplemented by routing information for a fraction of vehicles on the network. We develop a statistical model for these combined data sources and derive some tractable normal approximations thereof. We examine likelihood-based inference for these normal models under the assumption that the probability of vehicle tracking is known. We show that the likelihood theory can be non-standard because of boundary effects, and provide conditions under which such irregular behaviour will be observed in practice. For regular cases we outline connections with existing generalised least squares methods. We then consider estimation of OD matrices under estimated and/or misspecified models for the probability of vehicle tracking. Theoretical developments are complemented by simulation experiments and an illustrative example using a section of road network from the English city of Leicester.     

Nonlinear pricing in linear cities with elastic demands

Nonlinear road pricing charges each traveler based on his/her trip’s corresponding particular attribute level. In order to help authorities in designing road pricing systems at a strategic level, this paper attempts to address two fundamental questions: (i) what is the value of pricing’s nonlinearity for mitigating traffic congestion? (ii) if a nonlinear toll function is implemented, should it be convex, concave or other shape? Specifically, we consider distance-based pricing in linear cities. For linear monocentric cities with heterogeneous travelers, we show that the system optimal distance-based pricing indeed exhibits nonlinearity. It is proved that: (i) the cost-based system optimal toll function is monotonically increasing and concave with respect to the traveled distance; (ii) the time-based system optimal toll function always exists and is unique. If the initial proportion of each traveler group is invariant along a corridor and the demand function is of exponential type, then the time-based system optimal toll function enables the travelers, living further away from a city center, to face a lower toll level per unit distance. For a linear polycentric city, we demonstrate: (i) there always exists the system optimal differentiated (in terms of city centers) toll functions; (ii) it is highly possible that the system optimal non-differentiated toll function does not exist. Hence, we further propose an optimal toll design model, prove the Lipschitz continuity of its objective and adopt a global-optimization algorithm to solve it.     

Modeling the Car-Truck Interaction in a System-Optimal Dynamic Traffic Assignment Model

Several transportation problems, such as implementation of truck-only lanes, require understanding the interaction of heterogeneous dynamic traffic flows in order to provide accurate solutions. System-optimal dynamic traffic assignment can be modeled using a network loading procedure based on the cell transmission model, that is, the hydrodynamic wave model, and solved by linear programming. However, this framework cannot handle the asymmetric integration between the flow of trucks and cars. This article presents a novel formulation for network loading in system-optimal dynamic traffic assignment considering car–truck interactions. By using an embedded cell transmission model, this formulation incorporates a set of assumptions related to the kinematic characteristics of the flow of cars, trucks, and their interactions that can be solved using linear programming. We present numerical results supporting our modeling assumptions. Likewise, the observed emergent behavior captures the car–truck interactions accurately and indicates that minimum system-optimal travel time is obtained by encouraging cars to use highways with shorter distances.     

具有辅助动力源的燃料电池汽车功率平衡控制算法

建立了包括燃料电池发动机、电机及其控制器、动力蓄电池组在内的燃料电池汽车动力系统的动态数学模型。通过设计线性二次型调节器得到最优控制律;通过构造状态观测器解决状态变量蓄电池开路电压不可测量的问题,从而建立了基于全状态反馈的燃料电池汽车动力控制算法。离线仿真和实车转鼓试验证明,所建立的动力控制算法达到了既定的控制目标,并且充分考虑了动力系统主要部件的动力性和经济性。     

三峡工程泄洪深孔弧门液压启闭机管道安装工艺

详细介绍了三峡工程泄洪深孔弧门液压启闭机系统管道安装工艺 ,并对管道焊接工艺进行了具体阐述。特别是针对施工现场的特定环境改变传统的管道安装顺序 ,采取先装泵房及管道 ,后装油缸的工艺 ;对系统管道采取了一次串接注油、分次试压及线性循环冲洗与在线检测的新工艺。实践表明 :该工艺在工程中取得较好的应用效果 ,为深孔孤门液压启闭机系统按期调试奠定了坚实的基础。     

Technical Note: Force Control in Electrohydraulic Active Suspensions Revisited

The inner loop control for the actuator force can be quite simply compensated by means of a correction term to the desired force signal at the input. The correction requires only a measurement of the actuator piston velocity and is employed to cancel the loop disturbance caused by the oil flow to the actuator. Although an additional time constant is introduced by the integration in the inner loop force control, the overall performance is nevertheless quite close to that of an ideal optimal system.     

马尔柯夫灰色残差模型在剐构桥控制中的应用

文章结合罗天乐特大桥的马尔柯夫灰色残差模型预测实例，介绍马尔柯夫灰色残差模型在线性控制中的原理、计算及应用过程，并根据实际监控经验提出了建议。罗天乐特大桥的具体监控应用实践表明，马尔柯夫灰色残差模型预测精度高，能较好地应用于大跨连续刚构桥的施工线形控制。