The dynamic response of rail support

This research reviews principles behind the dynamic response of rail supports, and introduces a method of analysis to find the maximum response in a realistic setting. Assuming a time-dependent, moving mass with massive wheels is essential, because the ratio of the moving mass to the rail mass is significant. However, the dynamic response of the track is not affected by dynamic properties of the train other than its unsprung mass, because the natural frequencies of the train suspension and track are significantly different. A numerical method is developed to model the dynamic response based on these principles, and applied to the Korean urban transit. The dynamic response includes multiple peaks with a large amplitude range, creating noise while the wheel passes the support. The dynamic impact factor (DIF) for the rail support depends mainly on the stiffness and damping of the rail support. The DIF for the rail moment is below the code value, whether this value is based on numerical analysis or on-site measurements. However, our numerical analysis results in a DIF for support settlement that is greater than the code value, if the damping is less than 3%.     

内燃机车柴油机振动烈度评定方法探讨

从机车在"0位"时柴油机晃动现象入手,对"柴油机振动烈度评定方法"进行了分析探讨。重点对测量点、测量参数计算、评定准则进行了阐述,重新提出了"柴油机振动烈度评定方法",同时给出了振动位移的控制值。     

中小跨径公路混凝土简支梁桥冲击系数研究及建议取值

为弥补中国现行桥梁规范中计算动力冲击系数时考虑因素单一的不足,对冲击系数的影响因素进行研究,并提出更合理的冲击系数建议值。首先,根据中国桥梁通用图集建立13座不同截面形式和不同跨径的常见中小跨径公路混凝土简支梁桥的有限元模型,结合能表征中国设计车辆荷载动力特性的三维车辆数值模型,建立车桥耦合振动分析系统。然后,基于车桥耦合振动分析系统,研究桥梁基频、桥面不平整度、车速和车质量等因素对动力冲击系数的影响,并与中国现行桥梁设计规范中的动力冲击系数取值进行对比分析。最后,提出冲击系数的建议值,并与世界各国桥梁规范中的冲击系数取值进行对比,讨论建议值的合理性。结果表明:桥面不平整度是影响冲击系数的重要因素,在桥面好的情况下,冲击系数均在0.1以下,低于规范中规定的冲击系数,而桥面很差时,冲击系数可达0.5,远大于中国现行规范中的冲击系数设计值,因此,定期对桥面进行维护能有效减小车辆对桥梁的冲击效应;质量轻的车辆引起更大的冲击系数,但由于车辆总质量轻,其导致的总荷载效应仍然较小,而重车虽然引起的冲击系数较小,但由于其导致的总荷载效应较大,更易对桥面造成损伤,因此,限制超载尤为重要。     

动态当量夹角在商用车产品开发中的应用研究

在商用车传动轴系统布置设计时，为避免因万向节传动输出轴与输入轴的转角差引起车辆异常振动，应使空载静止和满载静止工况下的传动轴当量夹角、最大夹角及角加速度幅值满足设计要求。研究表明，在某些工况下，仅校核空载静止和满载静止工况下的传动轴系统布置的相关参数，不能完全避免因传动轴系统布置设计引起的整车异常振动问题。因此分析了满载爬坡工况下动态当量夹角对整车异常振动的影响，表明了在进行商用车传动轴系统布置设计时，还需使满载爬坡工况下的动态当量夹角以满足设计要求。     

Investigating the influence of soil properties on railway traffic vibration using a numerical model

This paper presents the influence of dynamic and geometrical soil parameters on the propagation of ground vibrations induced by external loads. The proposed approach is based on a three-dimensional model, focusing on realistic excitation sources like impulse loads and moving railway vehicles. For the latter, a complete vehicle/track model is developed. The simulation is performed in time domain, offering an interesting approach, compared with classic cyclic analyses. The ground is modelled initially as an elastic homogeneous half-space and additionally as a layered half-space. First, the effect of homogeneous soil properties on ground vibration is analysed. Soil stratification is then taken into account, using various configurations. Analysis reveals that as receiver distance increases ground wave reflection in a layered ground plays an important role in the reduction of ground surface motion. This effect is magnified when the phase velocity wavelength becomes large compared with the depth of the surface layer.     

边界条件对吊索索力估算的影响

从Bernoulli—Euler理论出发，推导了吊索在一般边界条件下的自由振动频率方程和索力的解析表达式。分析了边界条件对吊索自振频率的影响，并与有限元结果进行了比较。结果表明，边界条件对吊索索力估算的影响不可忽略。     

基于模态分析的发动机齿轮室盖优化设计

某柴油发动机齿轮室盖在试验中振动较大,为解决这一问题,文章采用声学振动测试与CAE模态分析相结合的方法,对齿轮室盖进行优化设计,并进行试验验证。结果证明通过在齿轮室盖薄弱位置处添加加强筋,可以有效提高其固有频率,避开发动机在3600r/min转速下的主要贡献频率,改善齿轮室盖的振动情况。CAE模态分析方法能够有效识别结构件的薄弱区域,通过加强局部刚度,改善振动性能。     

金凤隧道监控量测技术及数据分析

以金凤隧道为例介绍了隧道监控量测的目的和意义、内容和方法,并对监测数据进行了分析。结果表明隧道在开挖期间围岩周边收敛、拱顶沉降、钢支撑内力、围岩位移等监测指标随时间的变化规律基本一致,都经历了加速、稳定、再次加速、最终稳定四个阶段,稳定值均在规范要求的范围内,说明隧道初期支护合理,可安全进行二衬施工。     

A novel fuzzy logic correctional algorithm for traction control systems on uneven low-friction road conditions

The traction control system (TCS) might prevent excessive skid of the driving wheels so as to enhance the driving performance and direction stability of the vehicle. But if driven on an uneven low-friction road, the vehicle body often vibrates severely due to the drastic fluctuations of driving wheels, and then the vehicle comfort might be reduced greatly. The vibrations could be hardly removed with traditional drive-slip control logic of the TCS. In this paper, a novel fuzzy logic controller has been brought forward, in which the vibration signals of the driving wheels are adopted as new controlled variables, and then the engine torque and the active brake pressure might be coordinately re-adjusted besides the basic logic of a traditional TCS. In the proposed controller, an adjustable engine torque and pressure compensation loop are adopted to constrain the drastic vehicle vibration. Thus, the wheel driving slips and the vibration degrees might be adjusted synchronously and effectively. The simulation results and the real vehicle tests validated that the proposed algorithm is effective and adaptable for a complicated uneven low-friction road.     

The effects of wheelset driving system suspension parameters on the re-adhesion performance of locomotives

In this study, in order to examine the effects of a wheelset driving system suspension parameters on the re-adhesion performance of locomotives, the stick–slip vibration was analysed according to theoretical and simulation analysis. The decrease of the slip rate vibration amplitude improved the stability of the stick–slip vibration and the re-adhesion performance of locomotives. Increasing the longitudinal guide stiffness of the wheelset and the motor suspension stiffness were proposed as effective measures to improve the re-adhesion performance of locomotives. These results showed that the dynamic slip rate was inversely proportional to the series result of the square root of the longitudinal guide and motor suspension stiffness. The larger the motor suspension stiffness was, the smaller the required longitudinal guidance stiffness was at the same re-adhesion time once the wheel slip occurred, and vice versa. The simulation results proved that the re-adhesion time of the locomotive was approximately proportional to amplitude of the dynamic slip rate. When the stick–slip vibration occurred, the rotary and the longitudinal vibrations of the wheelset were coupled, which was confirmed by train's field tests.