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动力影响线初探 被引量:1
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作者 刘念超 《长沙交通学院学报》 1994年第1期39-45,共7页
本文将具有分布质量的简支梁视为无限自由度体系,对其在移动荷载作用下的振动问题进行了分析,探讨了作动力影响线的方法和步骤.
关键词 动力影响线 动力系数 主振型 动力 结构
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某连续刚构桥动力影响线的计算与研究 被引量:1
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作者 许永吉 《四川理工学院学报(自然科学版)》 CAS 2014年第4期61-64,共4页
选取福建省下白石大桥(连续刚构桥)作为研究背景,建立下白石大桥的ANSYS有限元模型。使用基于MATLAB平台的模态分析软件MACEC,采用随机子空间法(SSI)对下白石大桥进行模态分析。根据分析结果,对下白石大桥有限元模型参数进行修正;利用... 选取福建省下白石大桥(连续刚构桥)作为研究背景,建立下白石大桥的ANSYS有限元模型。使用基于MATLAB平台的模态分析软件MACEC,采用随机子空间法(SSI)对下白石大桥进行模态分析。根据分析结果,对下白石大桥有限元模型参数进行修正;利用修正后的有限元模型采用瞬态动力学分析功能求得其在移动荷载作用下的纵向应变时程曲线和动力影响线。为下一步车辆荷载效应评估奠定基础。 展开更多
关键词 动力影响线 有限元模型 应变时程曲线 车辆荷载效应
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用动态规划的方法求影响线极值 被引量:1
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作者 刘洪春 《四川建筑》 2008年第5期158-159,162,共3页
只要给出影响线,利用动态规划的思想进行加载,就可以快速有效地得到内力的极值,同时可以得到相应的最不利加载位置。
关键词 道路工程 动力影响线 动态规划
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Nonlinear dynamic analysis of interaction between vehicle and road surfaces for 5-axle heavy truck 被引量:1
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作者 黎文琼 张建润 +1 位作者 刘晓波 王园 《Journal of Southeast University(English Edition)》 EI CAS 2011年第4期405-409,共5页
Based on the analysis of nonlinear geometric characteristics of the suspension systems and tires, a 3D nonlinear dynamic model of a typical heavy truck is established. The impact factors of dynamic tire loads, includi... Based on the analysis of nonlinear geometric characteristics of the suspension systems and tires, a 3D nonlinear dynamic model of a typical heavy truck is established. The impact factors of dynamic tire loads, including the dynamic load stress factors, and the maximal and the minimal vertical dynamic load factors, are used to evaluate the dynamic interaction between heavy vehicles and roads under the condition of random road surface roughness. Matlab/Simulink is used to simulate the nonlinear dynamic system and calculate the impact factors. The effects of different road surface conditions on the safety of vehicle movement and the durability of parts of a vehicle are analyzed, as well as the effects of different structural parameters and different vehicle speeds on road surfaces. The study results provide both the warning limits of road surface roughness and the limits of corresponding dynamic parameters for the 5-axle heavy truck. 展开更多
关键词 5-axle heavy truck nonlinear dynamics dynamic impact factor road surlhce roughness
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Analysis on the driving forces of different airports and routes 被引量:1
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作者 LI Jixiang LI Cheng 《International English Education Research》 2017年第4期37-39,共3页
There has been a great deal of research on the driving force of aviation network.Moreover, the research methods and perspectives are also varied.This article mainly studies the driving force of aviation network,the in... There has been a great deal of research on the driving force of aviation network.Moreover, the research methods and perspectives are also varied.This article mainly studies the driving force of aviation network,the influencing factors of main driving force are analyzed.The driving force analysis of different airport and route is carried out respectively.The results can better reveal the connection mechanism of solid routes.Because the sample space of the hub airport and the trunk airport is too small,the conclusions are not sufficiently illustrative,therefore, this article studies only the branch airports.The conclusions are compared with the results of the comprehensive analysis,and we see if the conclusions are the same or similar. 展开更多
关键词 aviation network driving force: branch airports
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Forced oscillations with time-varying mesh stiffness and backlash in gear systems
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作者 赵莹 温建民 +2 位作者 王晓明 刘宏 王薇凌 《Journal of Harbin Institute of Technology(New Series)》 EI CAS 2009年第4期481-484,共4页
A dynamic model to describe the torsional vibration behaviors of a spur gear system is presented in this paper.Differential equations of nonlinear dynamics for the gear system exhibiting combined nonlinearity influenc... A dynamic model to describe the torsional vibration behaviors of a spur gear system is presented in this paper.Differential equations of nonlinear dynamics for the gear system exhibiting combined nonlinearity influence such as time-varying mesh stiffness,backlash and dynamic transmission error(DTE) were obtained.The method of multiple scales was employed to solve the nonlinear differential equations with parametric excitation in gear systems,by which both the frequency-response curves of the primary resonance caused by internal excitation and the analytical periodic solutions of nonlinear differential equations were obtained.The nonlinear influence of stiffness variation,the damping and the internal excitation on the system response was shown by frequency-response curves.Compared with numerical examples,the approximate analytical solutions are in good agreement with exact solutions,which proves that the method of multiple scales is effective for solving nonlinear problems in gear systems. 展开更多
关键词 gear system method of multiple scales analytical solutions exact solutions frequency-response curves
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