建材世界
建材世界
건재세계
THE WORLD OF BUILDING MATERIALS
2014年
4期
82-85
,共4页
铁路桥梁%车桥耦合振动%动力系数%振动响应
鐵路橋樑%車橋耦閤振動%動力繫數%振動響應
철로교량%차교우합진동%동력계수%진동향응
railway bridge%coupling vibration%power factor%vibration response
该文对列车通过铁路桥梁时,桥梁主梁横向振动响应的动力放大系数的测试进行了研究。文中采用简谐激励Feq sinωt作为列车的横向摇摆力作用在铁路桥梁上以确定桥梁主梁横向动力放大系数。根据现有研究结果,在不同车速作用下,将轮对作用在桥梁钢轨顶部的横向集中力的最大值作为简谐激励幅值,并对该横向集中力的时程曲线做功率谱变换,得到横向集中力的主频范围。分别将该简谐激励作用在桥梁第一跨跨中、第二跨1/4跨及第二跨跨中时的主梁跨中动力放大系数,测试结果表明,铁路桥梁在车速不超过120 km/h 的情况下,动力放大系数最大值不超过1.3,桥梁结构的动力响应能满足主梁横向刚度的要求。
該文對列車通過鐵路橋樑時,橋樑主樑橫嚮振動響應的動力放大繫數的測試進行瞭研究。文中採用簡諧激勵Feq sinωt作為列車的橫嚮搖襬力作用在鐵路橋樑上以確定橋樑主樑橫嚮動力放大繫數。根據現有研究結果,在不同車速作用下,將輪對作用在橋樑鋼軌頂部的橫嚮集中力的最大值作為簡諧激勵幅值,併對該橫嚮集中力的時程麯線做功率譜變換,得到橫嚮集中力的主頻範圍。分彆將該簡諧激勵作用在橋樑第一跨跨中、第二跨1/4跨及第二跨跨中時的主樑跨中動力放大繫數,測試結果錶明,鐵路橋樑在車速不超過120 km/h 的情況下,動力放大繫數最大值不超過1.3,橋樑結構的動力響應能滿足主樑橫嚮剛度的要求。
해문대열차통과철로교량시,교량주량횡향진동향응적동력방대계수적측시진행료연구。문중채용간해격려Feq sinωt작위열차적횡향요파력작용재철로교량상이학정교량주량횡향동력방대계수。근거현유연구결과,재불동차속작용하,장륜대작용재교량강궤정부적횡향집중력적최대치작위간해격려폭치,병대해횡향집중력적시정곡선주공솔보변환,득도횡향집중력적주빈범위。분별장해간해격려작용재교량제일과과중、제이과1/4과급제이과과중시적주량과중동력방대계수,측시결과표명,철로교량재차속불초과120 km/h 적정황하,동력방대계수최대치불초과1.3,교량결구적동력향응능만족주량횡향강도적요구。
In the paper,experimental research on dynamic magnification factor of the transverse vibration responses of bridge girder was studied when train pass through railway bridge.In order to determine the transverse dynamic am-plification factor of bridge girder,harmonic excitation Feq sinωt was used as transverse swaying force of train to act on railway bridges.According to current research results,in the role of different speed,the maximum horizontal concen-tration of wheels acting on the top of a bridge rail is taken as harmonic excitation amplitudes,and the force-time curve of transverse centralized power was done spectrum transformation to get the frequency range of the transverse concen-tration.The harmonic excitation was respectively acted on the dynamic magnification factor of the main beam of the first cross-span,the second 1/4 cross-span and the second cross-span of the bridge.The testing results show that the maximum dynamic amplification factor of the railroad bridge is at most 1.3,and the dynamic response of the bridge structure can meet the requirements of the main beam lateral stiffness when the train passing at the speed of no more than 120 km/h.