气垫船用复合材料空气导管结构布局和优化设计

根据空气导管的结构特点,考虑复合材料设计和制造一体化的特性,结合复合材料结构力学基本原理,提出一种可行的气垫船（Air-Cushion Vessel,ACV）用复合材料空气导管结构布局和优化设计方案。基于多约束目标优化对空气导管、内部加强结构的构型及尺寸等进行总体布局设计和优化,并利用有限元分析方法对导管结构进行极限过载的等效分析。计算结果表明,该复合材料空气导管结构在极限过载工况条件下可保持正常运行,满足结构整体的强度和刚度要求。     

线缆打圈对船体材料磁化影响的数值模拟

为评估船用焊机等电气设备线缆打圈对船体材料的磁化影响,阐述线圈电磁计算的要点,建立有限元模型。对不同高度、不同直径和不同安匝数的直流线圈模型进行数值模拟,得到多个条件下的线圈中心最大磁场强度。对比文献,得到不同条件下最大磁场强度对船体材料的影响。结果表明,即使在典型工况条件下,线缆打圈仍会对船体材料会产生不可忽略的磁化影响,在实船建造时应注意规避。     

地铁基础减振地段钢轨异常波磨 治理方案研究

针对地铁线路产生的钢轨异常波磨问题,调研了某地铁线路的钢轨波磨情况以及基本特征,对轨道刚度、 钢轨廓形、轨距以及轨道动力特征进行测试,提出钢轨异常波磨的治理思路,并对波磨治理效果进行跟踪测试, 提出既有线以及新建地铁线路钢轨波磨的治理以及预防方案。研究表明：地铁钢轨波磨较为严重,波长在 25～ 100 mm 之间;轨道垂向刚度、横向刚度整体较弱,钢轨位移大,保持轨距能力差,轮轨关系恶化,在特定频段 范围内轮轨振动加剧,从而引起钢轨波磨的产生和发展。通过更换扣件及垫板、轨道精测精调、钢轨打磨措施可 以使车内噪声降低 5～10 dB,轨面不平顺显著降低,打磨周期延长至 1 倍以上;既有线路可通过“细调查、调参 数、精维修、动态检查”治理钢轨波磨,新建地铁线路应在规划、设计、运营维护、动态验收阶段严格把关,合 理采用减振轨道,避免钢轨异常波磨的产生和发展。     

基于路网可达性的城市交通离散网络设计模型及算法

根据城市交通路网分区理论,把分成的子区看成一个节点,考虑所有节点的可达性,以此度量整个路网的可达性,设计了基于路网可达性最大为目标的城市交通离散网络设计模型。采用粒子群算法,并给出一个简单的算例,算例表明,合理的添加路段,能使城市路网可达性达到最大。     

客车车架有限元分析及尺寸优化

以某客车车架为对象,利用HyperWorks建立了车架的有限元模型并对其进行了刚度和模态分析,在此基础上,以质量最小为目标,在不降低刚度和模态性能的前提下,对车架进行了尺寸优化。     

Multi-objective re-synchronizing of bus timetable: Model,complexity and solution

This work is originally motived by the re-planning of a bus network timetable. The existing timetable with even headways for the network is generated using line by line timetabling approach without considering the interactions between lines. Decision-makers (i.e., schedulers) intend to synchronize vehicle timetable of lines at transfer nodes to facilitate passenger transfers while being concerned with the impacts of re-designed timetable on the regularity of existing timetable and the accustomed trip plans of passengers. Regarding this situation, we investigate a multi-objective re-synchronizing of bus timetable (MSBT) problem, which is characterized by headway-sensitive passenger demand, uneven headways, service regularity, flexible synchronization and involvement of existing bus timetable. A multi-objective optimization model for the MSBT is proposed to make a trade-off between the total number of passengers benefited by smooth transfers and the maximal deviation from the departure times of the existing timetable. By clarifying the mathematical properties and solution space of the model, we prove that the MSBT problem is NP-hard, and its Pareto-optimal front is non-convex. Therefore, we design a non-dominated sorting genetic (NSGA-II) based algorithm to solve this problem. Numerical experiments show that the designed algorithm, compared with enumeration method, can generate high-quality Pareto solutions within reasonable times. We also find that the timetable allowing larger flexibility of headways can obtain more and better Pareto-optimal solutions, which can provide decision-makers more choice.     

A bi-objective optimization framework for three-dimensional road alignment design

Optimization of three-dimensional road alignments is a nonlinear non-convex optimization problem. The development of models that fully optimize a three-dimensional road alignment problem is challenging due to numerous factors involved and complexities in the geometric specification of the alignment. In this study, we developed a novel bi-objective optimization approach to solve a three dimensional road alignment problem where the horizontal and vertical alignments are optimized simultaneously. Two conflicting cost objective functions, earthwork cost and the utility cost, are cast in a bi-objective optimization problem. We numerically compare several multi-objective optimization solvers, and find that it is possible to determine the Pareto front in a reasonable time.     

大型客运站调机运用优化模型及算法

对铁路客运站调机运用进行科学合理的优化分析,对于提高客运站工作效率及保证旅客列车正点到发具有非常重要的意义。通过对客运站调机作业分析,建立客运站调机作业运用优化决策模型,将调机作业顺序模型转化为车辆数固定的、带时间窗口的车辆路径问题。采用模拟退火算法,实现调机运用的合理优化,并对模型和算法进行验证,得出优化效果明显的结论。     

基于分类投资建设的铁路分类标准探讨

国发〔2013〕33号文提出对新建铁路实行分类投资建设,明确了具体放开的铁路类型,但缺乏具体判别标准。本文结合铁路项目公益性或经营性属性,在对既有铁路根据运输性质进行分类统计研究的基础上,从利于分类投资建设出发,对铁路划分类别及其标准进行初步探讨,重点量化了干、支线分类和经营性公益性分类,提出经营性公益性分类以经济评价作为主要指标,干、支线铁路以在路网中作用、运量、速度目标值、线路连接、线路长度等5个主要指标进行界定。