基于ADAMS整车操纵稳定性分析

利用ADAMS软件,建立整车模型。对整车进行操纵稳定性分析,包括稳态回转、角跃阶输入、低速与高速转向回正以及单移线试验。从而实现了虚拟样机技术的应用,仿真分析整车的操纵稳定性,也验证了模型建立的准确性。     

混凝土体积稳定性分析

本文通过介绍高性能混凝土开裂的原因,提出了混凝土体积稳定性的概念并分析其控制指标。总结了提高混凝土材料抗裂性能与保持混凝土体积稳定性的具体措施。     

利用刀补功能建立工件坐标原点

作者在数控加工与编程课程教学与实训过程中,经分析得到一种与目前教科书不同的确定工件坐标原点的方法,即利用刀补功能,建立工件坐标原点的方法。经理论分析及实搡证明,该方法简捷、准确。是值得在数控加工与教学中推广的一种方法。     

空气弹簧对车辆曲线通过性能的影响

建立了考虑左右空气弹簧垂向耦合模型的车辆系统数学模型,由理想气体的状态方程得到空气弹簧的力学方程,分析了车辆通过曲线时车辆与空气弹簧的动态特性。仿真结果表明:由于高度阀的动作,车辆在驶出曲线后各空气弹簧的压力不一致,导致车体不能回到静平衡位置;车辆以正常速度通过曲线时,车辆曲线通过动力学性能变化不大;在车辆多次通过同一种曲线的较恶劣工况时,空气弹簧内气压变化范围是一定的;增加抗侧滚刚度能明显抑制车体侧滚,从而减小空气弹簧内气压的变化量;增大空气弹簧横向跨距,并选择合适的刚度和阻尼,能使车辆驶出曲线后各空气弹簧压力接近静平衡值。     

挂篮底模纵梁受力简化计算方法及承重分配系数

以一桥梁施工工程实例为依托,采用有限元软件ANSYS对桥梁悬臂施工中使用的菱形挂篮进行仿真分析.提出3种简化模式计算底模纵梁的承重分配,对比发现将底模纵梁承受的外荷载简化为集中荷载,并分配至挂篮下前后横梁的方法是最优简化计算方法.在此基础上对挂篮底模纵梁承重分配系数进行优化,从而简化了繁琐的挂篮底模纵梁受力分析计算,保证了挂篮结构设计和施工的安全.     

立交隧道相互作用三维数值模拟与实测对比研究

以温福铁路琯头岭隧道下穿同三高速公路隧道为例,研究新建下穿隧道与既有隧道工程之间相互影响的问题。采用ANSYS有限元软件,模拟上覆公路隧道和下穿铁路隧道的位移和应力变化情况,并与现场监控量测结果对比,得到以下结果:下穿隧道拱顶沉降量较小,水平收敛值较大,下穿隧道立交段拱腰和边墙是需要重点支护的对象;上覆隧道在立交段下沉值变大,变化幅度为仰拱边墙拱腰拱顶,隧道中部和下部水平收敛值变化较大;受下穿隧道开挖影响,立交隧道上覆地层受力产生不均匀变化,造成扭矩存在,地面水平位移整体呈现"8"字形,立交隧道的建设对地层产生了较大的转动扰动。     

城市地下道路分(合)流匝道通风阻力特性

为分析多点进出结构的城市地下道路空气流动特性,以长沙市营盘路湘江隧道为原型,通过现场实测、缩尺模型试验以及CFD软件数值模拟方法,对分(合)匝道通风阻力特性进行了研究,考察了雷诺数、风量比、分岔角度对分(合)流匝道阻力特性的影响规律。研究结果表明:1)主隧道与匝道风量比、主隧道与匝道夹角是影响分(合)流匝道局部阻力系数的关键因素;2)城市地下道路分(合)流匝道局部阻力变化特性,不宜简单套用通风管道的三通构件的参数;3)结合最小二乘法和Matlab软件对计算结果进行多因素回归分析,给出了基于长沙营盘路湘江隧道的分(合)流匝道主隧道和匝道的局部阻力系数关联式。研究结果可为复杂结构城市地下道路通风系统阻力特性分析及通风工程优化设计提供方法参考。     

水中悬浮隧道交通荷载模拟方法研究

为研究水中悬浮隧道交通荷载的合理模拟方法以及交通荷载对隧道结构的影响,借鉴铁路、公路交通荷载的模拟方法,综合考虑车辆轮载、路面不平度、行车速度以及外部激励荷载等影响因素的共同作用,提出水中悬浮隧道交通荷载的模拟表达式。通过数值模拟计算,分析悬浮隧道交通荷载的变化特征,并研究不同交通荷载模拟方法对悬浮隧道结构振动位移响应的影响。结果表明:文章提出的交通荷载模拟方法计算结果符合移动振动荷载的波动性和周期性特征。在对结构振动位移响应影响方面,固定均布荷载相当于静载,移动集中荷载和移动振动荷载时的位移变化幅值相对固定均布荷载时的大且影响相似,但移动振动荷载时的振幅稍大,体现了交通荷载中动荷载部分对结构振动位移响应的影响,更适合用来模拟悬浮隧道中的交通荷载。     

Magneto-rheological suspensions for improving ground vehicle’s ride comfort,stability, and handling

ABSTRACT

A state-of-the-art discussion on the applications of magneto-rheological (MR) suspensions for improving ride comfort, handling, and stability in ground vehicles is discussed for both road and rail applications. A historical perspective on the discovery and engineering development of MR fluids is presented, followed by some of the common methods for modelling their non-Newtonian behaviour. The common modes of the MR fluids are discussed, along with the application of the fluid in valve mode for ground vehicles’ dampers (or shock absorbers). The applications span across nearly all road vehicles, including automobiles, trains, semi-trucks, motorcycles, and even bicycles. For each type of vehicle, the results of some of the past studies is presented briefly, with reference to the originating study. It is discussed that Past experimental and modelling studies have indicated that MR suspensions provide clear advantages for ground vehicles that far surpasses the performance of passive suspension. For rail vehicles, the primary advantage is in terms of increasing the speed at which the onset of hunting occurs, whereas for road vehicles – mainly automobiles – the performance improvements are in terms of a better balance between vehicle ride, handling, and stability. To further elaborate on this point, a single-suspension model is used to develop an index-based approach for studying the compromise that is offered by vehicle suspensions, using the H₂ optimisation approach. Evaluating three indices based on the sprung-mass acceleration, suspension rattlespace, and tyre deflection, it is clearly demonstrated that MR suspensions significantly improve road vehicle’s ride comfort, stability, and handling in comparison with passive suspensions. For rail vehicles, the simulation results indicate that using MR suspensions with an on-off switching control can increase the speed at which the on-set of hunting occurs by as much as 50% to more than 300%.     

Simulation and analysis of vehicle stability based on ADAMS/CAR differential brake

To improve the braking safety of automobiles, the author studied the effect of differential brake on the stabilities. To analyze the mechanical characteristics of differential brake, automotive subsystem models were built by applying ADAMS/CAR, and automotive mechanics simulation model was built by setting the main subsystems such as body, engine and brake. The simulation model studied the distribution mode of three kinds of differential brake, and beeline braking stability and turning braking stability were simulated. It shows that differential brake can amend turning shortage of automobile brake and improve its braking stability, but the effect of automobile mass on its braking stability is great. So the distribution mode of braking force and the effect of mass change should be considered while differential brake is applied.