小线间距单渡线安全性研究

研究目的:因盘活闲置国有资产的迫切需要,某些城市的城轨交通线路工程,利用地下既有设施,因其线间距比较小,加大线间距困难,维持原有线间距将成为工程的首要选择。规范规定单渡线线间距不应小于一定数值。哈尔滨市轨道交通一期工程利用既有人防隧道工程,受限界限制,线间距定为3.4 m。根据要求,分别在两个既有站设置了3.4 m线间距单渡线。"小线间距"单渡线,在设计、铺设、营运以及养护维修等方面经验甚少,因此除了需要研究渡线结构安全性以外,还必须分析研究其在各种运行位置时脱轨或者脱钩危险性,确保列车安全通过。研究结论:(1)车辆通过3.4 m线间距单渡线时,转向架最不利位置的转动角度在转向架结构性能允许范围内。车钩最不利位置的转动角度、伸缩量在车钩结构性能允许范围内。(2)3.4 m单渡线侧向运行时不载客的情况下,车速不宜超过20 km/h;侧向有载客需要的情况下,车速不宜超过15 km/h。     

城市轨道交通小净距隧道支护结构设计与施工技术研究

城市轨道交通小净距隧道中间岩柱体厚度远小于普通分离式双洞隧道,围岩变形和支护结构受力较为复杂。隧道施工引起的地层变形与两隧道间的净距有很大关系,如何合理地确定小净距隧道支护参数及施工步骤,确保施工顺利进行,已成为近年来人们普遍关注的一个现实问题。结合南京地铁小净距隧道围岩的受力、变形特点,对小净距隧道的支护结构设计与施工技术进行了研究,为大跨小间距隧道设计和施工提供参考数据和理论依据。     

基于视距的城市道路线形指标及优化措施研究

城市道路由于受到建设条件制约经常会采用较小的平、纵线形指标,其中地下道路和高架道路的曲线路段由于受到中隔墙、侧墙、结构顶板或防撞墙、防眩设施、声屏障等结构物的影响,易造成视距不足,为道路运营带来了安全隐患。在总结分析行车视距验算方法及规范要求值的基础上,采用数值解析法计算得到城市道路不同设计速度和视距要求下的平曲线、竖曲线半径对应值,并提出了视距不足时的优化设计措施,以期为日后的相关工作提供参考。     

汽车防追尾碰撞数学模型研究

为了提高车辆在高速行驶状态下的主动安全性能,研究了处于追尾行驶状态的本车与前车的运动学特征;针对前车的不同运动状态分别推导出了跟车距离的计算模型并分析了模型中3个关键参数的随机性和动态性,对制动迟滞时间提出了基于模糊推理的确定方法,对本车制动减速度和前车的运动加速度提出了比较实用的动态测算公式;另外,研究了防追尾碰撞的控制与执行,建立了动态调整安全制动停车距离的神经网络模型,提出了基于危险裕度判别的安全控制方法。     

催化控制技术在二冲程通用小型汽油机上的应用

二冲程通用小型汽油机在非道路机械应用广泛,但排放不能满足EPA和欧盟标准,制约着发展。在解决二冲程通用小型汽油机排放的技术方案中,催化转化技术是目前的主流技术。     

移动闭塞系统区间通过能力分析及参数计算

移动闭塞条件下“闭塞分区”呈现出“移动”和“长度变化”的特征,其区间通过能力的计算较固定闭塞系统更加复杂。本文建立了移动闭塞系统区间通过能力的数学模型,对区间通过能力与列车追踪运行速度、跟驰车距和列车性能等参数之间的相互关系进行了定性、定量分析,并就关鍵参数的计算方法进行了深入的讨论,对移动闭塞条件下的列车运行控制与行车组织有一定的参考价值。     

Fast-charging station choice behavior among battery electric vehicle users

This study explores how battery electric vehicle users choose where to fast-charge their vehicles from a set of charging stations, as well as the distance by which they are generally willing to detour for fast-charging. The focus is on fast-charging events during trips that include just one fast-charge between origin and destination in Kanagawa Prefecture, Japan. Mixed logit models with and without a threshold effect for detour distance are applied to panel data extracted from a two-year field trial on battery electric vehicle usage in Japan. Findings from the mixed logit model with threshold show that private users are generally willing to detour up to about 1750 m on working days and 750 m on non-working days, while the distance is 500 m for commercial users on both working and non-working days. Users in general prefer to charge at stations requiring a shorter detour and use chargers located at gas stations, and are significantly affected by the remaining charge. Commercial users prefer to charge at stations encountered earlier along their paths, while only private users traveling on working days show such preference and they turn to prefer the stations encountered later when choosing a station in peak hours. Only private users traveling on working days show a strong preference for free charging. Commercial users tend to pay for charging at a station within 500 m detour distance. The fast charging station choice behavior is heterogeneous among users. These findings provide a basis for early planning of a public fast charging infrastructure.     

Optimal joint distance and time toll for cordon-based congestion pricing

This paper addresses the optimal toll design problem for the cordon-based congestion pricing scheme, where both a time-toll and a nonlinear distance-toll (i.e., joint distance and time toll) are levied for each network user’s trip in a pricing cordon. The users’ route choice behaviour is assumed to follow the Logit-based stochastic user equilibrium (SUE). We first propose a link-based convex programming model for the Logit-based SUE problem with a joint distance and time toll pattern. A mathematical program with equilibrium constraints (MPEC) is developed to formulate the optimal joint distance and time toll design problem. The developed MPEC model is equivalently transformed into a semi-infinite programming (SIP) model. A global optimization method named Incremental Constraint Method (ICM) is designed for solving the SIP model. Finally, two numerical examples are used to assess the proposed methodology.     

主动铰接盾构在连续小半径曲线中风化泥岩的掘进控制技术

武汉市轨道交通11号线东段工程光谷四路站—光谷五路站区间为"S"型连续曲线,最小平曲线半径为350 m,采用盾构法施工。通过对主动铰接盾构机掘进控制的难点分析,从土压力、千斤顶推力、千斤顶行程差、水平铰接角度和前盾水平趋向等方面采取有针对性的技术控制措施,使成型隧道轴线、管片错台控制在规范允许范围之内,成功解决了连续小半径曲线隧道盾构施工轴线难以控制、管片容易错台等大问题。