振动与冲击
振動與遲擊
진동여충격
JOURNAL OF VIBRATION AND SHOCK
2014年
5期
87-90
,共4页
铁路桥梁%无缝线路%连续梁桥%行波效应%梁轨相互作用
鐵路橋樑%無縫線路%連續樑橋%行波效應%樑軌相互作用
철로교량%무봉선로%련속량교%행파효응%량궤상호작용
railway bridges%continuously welded rail (CWR)%continuous beam bridge%traveling wave effect%track-structure interaction
为研究行波效应下高速铁路连续梁桥与无缝线路的非线性互制作用,采用带刚臂的梁单元模拟梁体,用非线性杆单元模拟梁轨间的互制作用,建立了考虑纵向和竖向地震动行波效应的梁轨相互作用模型。以我国沪昆线上某(60+100+60)m连续梁桥为算例,分析了轨道结构对梁体和墩台地震响应的影响,研究了纵向和竖向行波效应下钢轨和墩台的受力特点。研究表明:轨道的存在可提高系统基频,降低连续梁桥地震响应;但在地震动的行波效应下,钢轨纵向力最大值可达一致激励下的1.2倍;减小线路纵向阻力,增加桥墩刚度可减小地震作用下的钢轨应力;在检算钢轨时,还应累计竖向行波效应对钢轨受力的影响。
為研究行波效應下高速鐵路連續樑橋與無縫線路的非線性互製作用,採用帶剛臂的樑單元模擬樑體,用非線性桿單元模擬樑軌間的互製作用,建立瞭攷慮縱嚮和豎嚮地震動行波效應的樑軌相互作用模型。以我國滬昆線上某(60+100+60)m連續樑橋為算例,分析瞭軌道結構對樑體和墩檯地震響應的影響,研究瞭縱嚮和豎嚮行波效應下鋼軌和墩檯的受力特點。研究錶明:軌道的存在可提高繫統基頻,降低連續樑橋地震響應;但在地震動的行波效應下,鋼軌縱嚮力最大值可達一緻激勵下的1.2倍;減小線路縱嚮阻力,增加橋墩剛度可減小地震作用下的鋼軌應力;在檢算鋼軌時,還應纍計豎嚮行波效應對鋼軌受力的影響。
위연구행파효응하고속철로련속량교여무봉선로적비선성호제작용,채용대강비적량단원모의량체,용비선성간단원모의량궤간적호제작용,건립료고필종향화수향지진동행파효응적량궤상호작용모형。이아국호곤선상모(60+100+60)m련속량교위산례,분석료궤도결구대량체화돈태지진향응적영향,연구료종향화수향행파효응하강궤화돈태적수력특점。연구표명:궤도적존재가제고계통기빈,강저련속량교지진향응;단재지진동적행파효응하,강궤종향력최대치가체일치격려하적1.2배;감소선로종향조력,증가교돈강도가감소지진작용하적강궤응력;재검산강궤시,환응루계수향행파효응대강궤수력적영향。
In order to study the nonlinear interaction between CWR(continuously welded rail)and continuous beam bridge carrying high-speed railway under traveling wave action,the beam element with rigid elements was used to simulate the beam and the nonlinear bar element was used to simulate the longitudinal interaction between the beam and tracks.A track-structure interaction model was established,considering the longitudinal and vertical seismic traveling wave effect.Taking a (60 +100 +60)m continuous beam bridge on Shanghai-Kunming line as an example case,the response analysis was carried out,it was shown that the track makes an impact on the seismic response of the beam and pier.The force characteristics of the track and pier were studied under the longitudinal and vertical traveling wave action. The results showed that the track can raise the system natural frequencies and reduce the seismic response of the continuous beam bridge;the maximum longitudinal stress in the track under seismic traveling wave action can be up to 1 . 2 times of that under uniform excitation;when calculating the track stress,the impact of the vertical traveling wave effect should be also considered.