摘要
将简支梁简化为Euler梁,基于振动理论推导建立了用于桥梁动力响应分析的任意移动质量弹簧列模型,并通过适当的参数选取将其退化成任意移动荷载列模型,使得两类经典模型合二为一。通过计算表明:在共振车速下,质量弹簧列模型条件下的桥梁响应较荷载列模型小;而在非共振车速下,两类模型条件下的桥梁响应差别不大。此外,对高铁简支梁应用分析可知:一定条件下在32m梁上行驶的车辆长度控制在19-23m范围内较合适;且该梁的共振车速约为156m/s、52m/s、39m/s,消振车速约为134m/s、78m/s、57m/s。这在实际应用时应予以注意。
Simply supported beam is modeled as Euler-Beam and according to the vibration theory,a vehicle-bridge model to analyze the dynamic responses of bridge subjected to the passage of successive moving mass-spring systems,or successive moving loads,with random intervals is established.Therefore,the two classical vehicle models are unified into one.The simulation results show that the dynamic responses of bridge under mass-spring systems are smaller than that under moving loads when the vehicle reaches its resonance speed,but they are almost the same when the vehicle doesn't reach its resonance speed.The dynamic performance of the simply supported beam bridge in high-speed railway is analyzed.It can be found that the length of the vehicle running on the 32m bridge should be held within a range from 19m to 23m under a certain condition.The resonance speed of the beam is about 156m/s,52m/s and 39m/s,while the cancellation speed is about 134m/s,78m/s and 57m/s.Attention should be paid to this in the practical application of the beam.
出处
《应用力学学报》
CAS
CSCD
北大核心
2013年第5期693-699,801,共7页
Chinese Journal of Applied Mechanics
基金
国家自然科学基金(51378429
51308469)
教育部新世纪优秀人才支持计划(NCET-10-0701)
国家高技术研究发展计划(863)(2011AA11A103)
国家重点基础研究发展计划(973)(2013CB036301)
四川省杰出青年学术技术带头人计划(2010JQ0018)
西南交通大学扬华之星项目
关键词
移动质量弹簧列
移动荷载列
动力响应
数值分析
实例验证
moving mass-spring systems,moving loads,dynamic response,numerical analysis,examples validation