桩板结构路基的动力响应分析

桩板结构路基-无砟轨道结构是一种相对较新的结构。因此,结合变形控制条件对桩板结构的匹配和动力特性进行数值模拟分析是很有意义的。本文通过动力响应包括动变形、动应力和基面加速度等分析,讨论地基处理的范围和深度、桩端持力层的刚度等问题。研究表明,增大桩径和增大桩端持力土层的承载力或刚度均是降低变形的有效措施。根据断面竖向变形的影响范围,通过对承台两侧宽5 m、深10 m范围内的地基进行处理,对于减少变形是有效的。此外,本文提出的桩板结构-无砟轨道路基横断面尺寸可供设计参考。     

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。     

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.     

Theoretical and experimental excitation force spectra for railway-induced ground vibration: vehicle–track–soil interaction,irregularities and soil measurements

Excitation force spectra are necessary for a realistic prediction of railway-induced ground vibration. The excitation forces cause the ground vibration and they are themselves a result of irregularities passed by the train. The methods of the related analyses – the wavenumber integration for the wave propagation in homogeneous or layered soils, the combined finite-element boundary-element method for the vehicle–track–soil interaction – have already been presented and are the base for the advanced topic of this contribution. This contribution determines excitation force spectra of railway traffic by two completely different methods. The forward analysis starts with vehicle, track and soil irregularities, which are taken from literature and axle-box measurements, calculates the vehicle–track interaction and gets theoretical force spectra as the result. The second method is a backward analysis from the measured ground vibration of railway traffic. A calculated or measured transfer function of the soil is used to determine the excitation force spectrum of the train. A number of measurements of different soils and different trains with different speeds are analysed in that way. Forward and backward analysis yield the same approximate force spectra with values around 1 kN for each axle and third of octave.     

中低速磁浮桥建合一车站结构振动分析探讨

建立适合磁浮交通领域"桥-建"合一车站振动的评价标准,对不同工况下的激励源、激励输入进行研究,并建立磁浮列车-轨道梁耦合振动分析模型以及站房结构动力分析模型。以磁浮朗木梨站为分析对象,对不同工况不同区域的结构振动舒适性及结构安全性进行评价,仿真分析评价结果表明:一线制动一线启动工况下站房结构振动响应最大;轨行区结构振动响应明显大于站台区结构振动响应;在本研究所列不同工况下结构的振动舒适性及安全性是有保证的。     

铁路矩形墩桥梁横向振动试验研究

通过对京通线银镇沟桥的现场振动测试 ,得到该桥的横向振动特性 ,给出桥上列车轮轨作用力的典型时程曲线和列车的脱轨系数及轮重减载率 ,为进一步研究矩形桥墩的横向振动提供实测数据。     

轮轨作用力计算分析及其校核

文章对文献[1]中的车辆-轨道的计算模型以及轮轨接触力迭代求解方法进行了改进。算例分析表明:改进后的数值计算结果与文献[2、3]给出的测试和仿真分析结果具有较好的一致性。此外,利用有限元分析软件ANSYS进行了建模、分析和验证。     

基于序贯代理模型的转子系统频响特性区间分析方法

在转子系统的频率响应分析中,不确定性广泛存在,并且对分析结果有较大的影响。本文提出了一种面向含区间不确定性转子系统频响分析的序贯代理模型方法。基于区间数学以及转子动力学理论,本文首先建立了含区间参数转子系统频响的控制方程。基于传统的静态代理模型提出了面向转子系统区间分析的序贯代理模型方法。该方法首先通过叫少量的样本点构造粗糙代理模型,再提出了两个指标函数进行下一阶段的选点。重复该过程,直到满足收敛条件,最终可以得到转子系统频率响应的精细代理模型,进而得到区间边界。和传统的区间分析方法相比,该方法精度高,适合非线性问题。     

机械和螺旋桨振动噪声作用下的物探船水下辐射噪声数值预报

探讨了考虑机械噪声和螺旋桨噪声共同作用下物探船水下辐射噪声有效计算方法,采用基于结构有限元-声学边界元的声固耦合模式直接一体化计算水下总辐射噪声级。建立了某物探船整船三维结构有限元模型以及流体声学边界元模型。在船体总振动响应分析基础上,将螺旋桨噪声以点声源的形式与机械振动源同时输入到统一声学环境中求解,对物探船水下辐射噪声进行数值预报,给出了物探船辐射噪声指向特性,并比较了两类噪声源一体化计算方法与直接叠加合成方法在物探船水下辐射噪声计算结果的差异。研究表明,采用机械噪声与螺旋桨噪声直接叠加合成总辐射声级的方法在工程精度上可接受,但一体化计算是更合理的处理方式。