常健
天津市城市规划设计研究院 天津市 300110
摘要:本文以天津市域铁路静海线为列,从规划层面综合考虑线路辐射功能、客流特征及运行模式和时限等因素,确定该线开行“快车+慢车”的必要性;结合车站规模、运营功能、工程代价及难度确定越行站设置型式,为该线后期实施阶段提供一定参考。
关键词:市域铁路、快车+慢车、越行站
0引言
随着国家高速铁路网和各地城市轨道交通网络的不断完善,市域(郊)铁路在都市圈“四网融合”中的作用将尤为重要,对促进区域协同发展,构建以城市群为载体的新型城镇空间格局,赋能城市存量空间具有重要意义。国外大都市市域铁路发展已久,近年来国内各市在市域(郊)铁路建设投入越来越多,如何更好发挥市域(郊)铁路通勤化、快速度、大运量的功能效益,应是市域铁路从规划、建设到运营全过程考虑的问题。目前城市轨道交通实现快线功能的运营模式有两种,一种是大站间距、站站停的常规运营模式,另一种是“快车+慢车”组合的越站运行模式,该模式国外应用较成熟,国内在建市域线也被广泛采用。
本文以天津市域铁路静海线工程为例,从线路功能及通勤时限等方面提出“快车+慢车”组合运营的必要性,通过客流预测、车站特征及运行图初步确定大站快车具体开行方案,再对各越行站配线方案进行研究。
1静海线概况
天津市域铁路静海线线路西起静海子牙产业园,东至滨海国际机场,线路由西向东途径静海、西青、南开、河西、河东、东丽6个区,20个乡镇或街道,串联了子牙产业园、静海北高铁枢纽、团泊新城、精武镇片区、西青大学城、文化中心、天钢柳林、棉三创意街区和滨海国际机场。线路全长约76km,其中地下线约33km,高架线约42km,过渡段约1.0km。全线共设站14座,其中5座高架站,9座地下站,平均站间距5.8km,最大站间距11.6km(静海北站至团泊西站),最小站间距1.6km(文化中心站至尖山路站)。
静海线目前尚处于方案研究阶段,具体线站位以批复为准,本文基于线路规划线站位、前期客流分析、越行站站型综合分析开行大战快车列车运营组织模式。
2线路功能定位及客流预测
天津市域铁路静海线的建设将满足静海与中心城区和机场间的快捷联系,衔接滨海机场与规划静海北高铁站,形成空铁联运立体交通网,实现静海远郊与中心城区、中心城区与机场30分钟通勤需求,静海远郊与滨海国际机场1小时通勤时限目标,同时对未来沿线职住、产业协调、带动土地开发起到重要作用。
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)
图1 远期静海线早高峰断面客流图
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)
图2 静海线全日分时段客流分布图
由静海线客流出行OD预测得出,客流断面呈现向心型态势,中心城区向心通勤出行为客流主体。静海线远期客运量为25.1万人次/日,客流周转量则达到574.2万人·公里/公里,线路客流出行具有明显潮汐特征,客流特征呈现由外围区域至中心城区的向心客流特征;线路客流呈现市域线大运距典型特点,平均运距25.5km/乘次。
3列车运行组织模式
结合静海线客流特点,提高线路运行效率,实现静海-中心城区-滨海机场间的快速通达,本次对静海线开行站站停和“快车+慢车”列车运行模式进行研究。
3.1 站站停模式
站站停模式为目前城市轨道交通最常见行车组织模式,据统计城市轨道交通中平均停站时间为30s~40s。静海线远期共14座车站,铺画列车运行图得到由子牙至机场站全程需耗时约76.7min,其中一期工程(静海北至尖山路)耗时约32.7min。该列车运行模式无法实现静海至文化中心半小时、静海至滨海机场1小时的通勤需求。
3.2 “快车+慢车”模式
3.2.1 快车越行站的确定
快车越行站的选择需综合考虑车站周边规划、客流服务、车站功能及级别、工程实施条件等因素,为保证线路服务功能,尽量将组团中心站、重要客流集散点以及重要换乘站确定为快车停靠站。
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)
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)
图3 子牙-机场方向各站上下客量 图4 机场-子牙方向各站上下客量
分析静海线远期高峰小时各站上下车客流量及车站特征,子牙和机场站分别为远期线路起终点站,且两站远期高峰小时客流量可观;此外静海北站为综合枢纽站,于边邓为与13号线换乘站,文化中心站为四线换乘站,通过铺画列车运行图,本次研究建议将静海西、团泊湖、精武镇、尖山路、驯海路设置为快车越行站。为满足快车快速通过和慢车停车避让需要,静海西、团泊湖、尖山路、驯海路均需设置越行线。具体工程实施方案,以后期线路批复行车运营组织方案为准。
3.2.2 “快车+慢车”运行模式
采用“快车+慢车”运行模式静海线远期子牙至机场站全程需耗时约59.7min,近期静海北至尖山路耗时约25.5min,可以实现静海至文化中心半小时、静海至滨海机场1小时的通勤需求。
图5 静海线快慢车模式运营列车示意图
图6 快慢车模式列车运行图
开行“快车+慢车”组合运营模式,慢车需侧向过岔进出车站,影响旅客舒适度;在个别车站慢车需等待避让,增加了慢车运行附加时分,延长了慢车旅客出行时间。
4开行大站快车的必要性
目前从静海乘坐公交到文化中心全程旅行时间约90min,驾车需要约50min;子牙乘坐公交到滨海机场约200min,驾车需要约90min。静海线站站停列车从静海至文化中心需要33min、子牙至滨海机场需要77min,较驾车无明显时间优势,缺乏客流竞争力,且难以满足交通圈时限目标要求。采用“快车+普通车”运营模式从静海至文化中心时间缩短为25.5min、子牙至滨海机场缩短为59.4min,时间优势明显。
采用“快车+普通车”运营模式更符合静海市域线快速、大容量的功能定位,串联了中心城区、静海、西青、东丽“一主三组团”,拉近静海-中心城区-滨海机场时空距离,引导中心城区各项功能向外辐射和向心聚集,强化静海区与中心城区的联系,利用“快车”实现静海至中心城区半小时同城化交通圈。开行“快车”可提供组团间点对点直达性,优化城市组团间交通出行结构,打造人性化服务,满足不同层次乘客旅行需求。
5越行站配线方案比选
越行站的设置需满足快车不限速过站的快速通过要求,即快车经线路正线直通,慢车根据行车组织,可选择正线停靠或在越行线停靠、避让,具体配线形式与车站站址环境、周边工程条件、运营功能及站型有关。地下越行站考虑两侧区间盾构施工,正线宜考虑“外包”型式,即正线置于站台和越行线外侧,具体可分为单岛外侧和双岛外侧站型;高架越行站考虑两侧区间均为桥梁段,线间距较小,为方便桥墩布设,正线宜考虑内置型式,具体可分为侧式内侧和双岛内侧。
图7 各站型配线示意图
表1 不同站型越行站比选表
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)
运营功能 灵活性差,若不采用快慢车运营组织,则无法充分发挥车站功能 灵活性好,可根据情况选择是否采用快慢车运营组织,越行线可兼做故障列车停车线 灵活性差,若不采用快慢车运营组织,则无法充分发挥车站功能 灵活性好,可根据情况选择是否采用快慢车运营组织,越行线可兼做故障列车停车线
综合考虑线路运营功能、车站站型及工程代价及实施难度,本次研究建议静海西、团泊湖采用侧式内侧越行站方案,尖山路采用单岛外侧越行站方案,驯海路采用双岛外侧越行站方案。
6 结论
本文结合规划天津市域铁路静海线工程,对其列车运行组织模式和越行站配线方案进行了分析研究,站站停运营模式无法满足静海线通勤时限目标,采用“快车+慢车”组合方案,符合静海线功能定位,快线特征得以强化,满足静海-中心城区-机场规划出行时限目标,可以为不同需求旅客提供差异化、精细化服务。根据分析建议静海线后期具体实施方案宜考虑采用“快车+慢车”运营组织模式,越行站配线方案需结合车站站型、运营功能等条件确定。
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