考虑矿物各向异性的地聚物/集料界面静动态交互特征模拟

地聚物作为一种低碳环保、应用潜力广阔的无机结合料，其与不同表面构造集料的界面交互作用直接影响地聚物混凝土的力学性能和耐久性。充分考虑集料矿物晶向的各向异性，采用分子动力学模拟(Molecular Dynamics， MD)从原子分子层次的作用模式和强度分析，模拟了地聚物主要水化成分N-A-S-H、C-A-S-H和集料矿物化学成分SiO₂、CaCO₃不同晶面的静态界面相互作用，并采用单轴拉伸方法从纳米尺度下讨论了不同界面交互的动态力学行为。模拟结果表明：CaCO₃各晶面表现出比SiO₂更强的表面能和表面浸润性，并与C-A-S-H、N-A-S-H的界面相互作用势和拉伸应力更强，但CaCO₃晶面各向异性明显，性能稳定性不及SiO₂。地聚物与集料矿物的相互作用势主要由静电势提供，由于矿物界面静电作用及浸润特征，交互区水分子聚集，氢键作用明显，同时水分子与Ca²⁺、Na⁺进行配位形成水合离子，有助于离子在矿物表面迁移、沉淀与成核生长，增强界面空间位阻效应。在单轴拉伸模拟中，地聚物与集料矿物界面拉伸失效机制包括2个阶段：第1阶段(0 nm＜界面位移d＜0.15 nm)主要克服界面交互的静电作用，第2阶段(0.15 nm≤d≤0.3 nm)主要克服氢键作用。MD模拟有助于从分子尺度揭示地聚物与集料界面作用机制，为进一步研究地聚物混凝土材料优化、交互界面强化及损伤等提供了新方法和理论依据。     

列车动力响应的平稳性和各态历经性分析

研究列车动力响应的平稳性和各态历经性对寻求列车动力响应随机过程的统计规律具有重要意义。基于多体动力学理论,采用多体动力学分析软件Simpack建立国内某高速列车动车车辆的多体动力学模型。采用三角级数法模拟得到的轨道不平顺作为随机输入激励计算得到列车以不同速度行驶不同距离的动力响应时程样本序列。进一步运用平稳性检验方法中的逆序数检验法和单位根检验法对列车动力响应随机过程的平稳性进行检验。运用Monte-Carlo方法并结合随机过程的相关理论,计算1 500个在随机轨道不平顺激励下列车以200 km/h速度行驶1 km工况的动力响应时程样本序列的集合均值和集合相关函数,时间均值和时间相关函数,对列车动力响应的平稳性和各态历经性进行了证明。研究结果表明,列车以200 km/h的速度行驶1 km工况的动力响应可近似为具有各态历经性的平稳随机过程,即可采用一个时程响应样本来反映列车动力响应总体的统计规律。随着列车动力响应样本个数的增加,列车动力响应的平稳性和各态历经性都将更加稳定。     

多类型信息下的网络交通流演化模型

交通信息发布机构提供描述信息和规范信息给不同的出行者，描述信息接收者依据信息和经验更新路径行程时间认知，根据认知选择路径；规范信息接收者仅根据经验更新认知.规范信息遵从者选择推荐路径，非遵从者依据认知选择路径.两类信息遵从率都取决于信息准确度.依据非线性动力学理论分析了模型性质，研究表明，模型不动点存在但是不一定唯一，不动点状态与信息混合使用情况有关.数值试验结果表明，模型不动点与随机用户均衡点不同，以恰当比例混合使用两类信息可提高交通流稳定性.     

Development of control models for the planning of sustainable transportation systems

Planning of sustainable transportation systems requires integration of multiple systems while considering a holistic approach. A limited amount of research has been conducted that simultaneously considers all the transportation, economic activity, environmental and social effects. The proposed research envisages incorporating considerations related to sustainability and providing solutions to stakeholders in policy making. In this paper, a dynamic model for planning and development of sustainable transportation systems is presented. This is given by a system of three nonlinear differential equations representing the dynamics of the three independent states, namely, transportation, activity, and environmental systems. A policy scenario considering investment in energy efficient technologies and its effects on the states is discussed to assist making investment decisions. Optimal control techniques are used to design the controls. The results show that it is possible to formulate an optimal control to achieve the desired target. Numerical results, based on actual parameters, are presented to illustrate the long-term trends of the states. The methodology discussed in this paper will be helpful to decision makers in making optimal decisions. The contribution of this research work is the introduction of a systems and controls methodology to develop optimal policies for the design of sustainable systems.     

Vehicle response-based track geometry assessment using multi-body simulation

The assessment of the geometry of railway tracks is an indispensable requirement for safe rail traffic. Defects which represent a risk for the safety of the train have to be identified and the necessary measures taken. According to current standards, amplitude thresholds are applied to the track geometry parameters measured by recording cars. This geometry-based assessment has proved its value but suffers from the low correlation between the geometry parameters and the vehicle reactions. Experience shows that some defects leading to critical vehicle reactions are underestimated by this approach. The use of vehicle responses in the track geometry assessment process allows identifying critical defects and improving the maintenance operations. This work presents a vehicle response-based assessment method using multi-body simulation. The choice of the relevant operation conditions and the estimation of the simulation uncertainty are outlined. The defects are identified from exceedances of track geometry and vehicle response parameters. They are then classified using clustering methods and the correlation with vehicle response is analysed. The use of vehicle responses allows the detection of critical defects which are not identified from geometry parameters.     

基于序贯代理模型的转子系统频响特性区间分析方法

在转子系统的频率响应分析中,不确定性广泛存在,并且对分析结果有较大的影响。本文提出了一种面向含区间不确定性转子系统频响分析的序贯代理模型方法。基于区间数学以及转子动力学理论,本文首先建立了含区间参数转子系统频响的控制方程。基于传统的静态代理模型提出了面向转子系统区间分析的序贯代理模型方法。该方法首先通过叫少量的样本点构造粗糙代理模型,再提出了两个指标函数进行下一阶段的选点。重复该过程,直到满足收敛条件,最终可以得到转子系统频率响应的精细代理模型,进而得到区间边界。和传统的区间分析方法相比,该方法精度高,适合非线性问题。     

船舶舱室置换通风系统的数值模拟和优化

船上有些空间大、人员集中、船体结构复杂的舱室,传统送风方式难以满足需求,给空气环境设计带来很大挑战。文章采用计算流体力学方法研究置换通风系统在船舶舱室中的应用,通过建立物理和数值计算模型,在设计初始阶段对其进行气流组织、热舒适性等方面的模拟分析和优化应用研究;针对某实船舱室的置换通风系统原始方案和优化方案进行对比分析,结果表明置换通风系统具有流动分层和垂直温度梯度的特点。相比原始方案,优化方案使舱室内温度、风速和热舒适性指标等得到优化,有效降低了吹风感,保证人体周围的空气品质,热舒适性指标也符合标准要求。对船舶置换通风系统的应用研究具有借鉴意义。     

冲压机械振动对高铁桥梁及行车动力影响分析

高速铁路桥梁的平顺性和稳定性对运营列车的平稳性和安全性有很大影响。为研究冲压机械产生的外部振动激励对高铁桥梁的影响,首先通过对此机械引起的地面振动进行实测,并结合有限元分析软件,确定最大冲击荷载作用下产生的地面振动及传播至桥墩处的振动;然后通过建立列车-轨道-桥梁耦合动力学模型,将桥墩处的地面振动作为激励输入,分析列车以不同速度通过时车辆、桥梁动力学响应。结果表明:地面冲击振动有限元模型计算结果与实测结果基本相符,验证了模型的可靠性;地面振动对桥梁响应会产生一定的影响,距振源50 m处地面振动对桥梁所产生的影响较距振源80 m处(桥墩处)的大,但对运行车辆的影响很小;随着车速由250 km/h至350 km/h,车辆及桥梁各结构的动态响应均有所增大,但都未超出安全限值。因此,冲压机械冲击作用导致的地面振动对列车-轨道-桥梁系统动态服役性能影响非常有限。     

某平台机舱进排风口气流组织的CFD模拟

某自升式平台的机舱进、排风口位置比较接近,机舱排出的热气受大气风影响可能返回进风口,进而提高进风温度,成为一个设计隐患。文章应用CFD技术,通过模拟一定的大气环境条件下进排风口处的气流组织,找出最不利工况,并提出切实可行的改进建议。     

Learning marginal-cost pricing via a trial-and-error procedure with day-to-day flow dynamics

This paper investigates the convergence of the trial-and-error procedure to achieve the system optimum by incorporating the day-to-day evolution of traffic flows. The path flows are assumed to follow an ‘excess travel cost dynamics’ and evolve from disequilibrium states to the equilibrium day by day. This implies that the observed link flow pattern during the trial-and-error procedure is in disequilibrium. By making certain assumptions on the flow evolution dynamics, we prove that the trial-and-error procedure is capable of learning the system optimum link tolls without requiring explicit knowledge of the demand functions and flow evolution mechanism. A methodology is developed for updating the toll charges and choosing the inter-trial periods to ensure convergence of the iterative approach towards the system optimum. Numerical examples are given in support of the theoretical findings.