基于道路友好性的重载汽车悬架半主动控制研究

车辆的平顺性和道路友好性是反应车辆悬架性能的2个重要指标。为改善重载汽车在道路行驶中的友好性,基于7自由度重载汽车动力学模型,建立了半主动悬架系统的运动方程,设计了半主动悬架最优控制器,考虑路面不平度的随机激励,以车辆平顺性和道路友好性为控制目标,提出了车辆悬架的最优半主动控制策略,并且给出了详尽的推导过程。仿真分析结果表明:当汽车以20m/s的速度行驶在C级路面时,车身和驾驶室垂向加速度有效均方根值分别减少了3.42%和46.4%,轮胎对路面的破坏减少了2.10%;半主动控制悬架有效地保证了车辆行驶的平顺性,同时可减小车辆对路面的冲击作用,改善了车辆的悬架性能。     

基于相似接近度的悬架参数多目标模糊优化

综合考虑车辆的乘坐舒适性和对路面的损坏性,以汽车座椅和悬架系统的阻尼与刚度作为设计变量,以座椅加速度均方根值和轮胎相对动载荷均方根值为目标函数,建立了被动悬架参数的两目标优化设计模型.应用模糊理论,结合海明距离、模糊贴近度和灰色关联度3项指标,构造了一个"相似接近度"的模糊评价函数.对实际算例进行了两目标模糊优化设计,验证了该方法的有效性.     

试验优化技术在车路耦合分析中的应用

悬架特性参数(刚度、阻尼)的匹配合理与否直接影响到汽车对路面的力学作用,悬架结构参数的改变对车辆动载有很大的影响。文中采用近似饱和D最优设计方法对某重型车辆悬架进行优化,并运用ADAMS仿真软件对优化结果进行验证。结果表明:优化后的车辆对路面的动载荷作用有很大程度的降低,即明显地改善了车辆对路面的动载荷破坏作用。同时,车辆的平顺性并未被破坏。     

基于Simulink车辆舒适性和行驶安全性仿真分析

根据国标GB／T7031—2005机械振动道路路面谱测量数据报告,在MatLab中编写了随机路面激励谱仿真程序;利用拉格朗日方程建立了1／2车辆动力学模型,并用Simulink对其进行了仿真;以不同等级路面和不同车速下的随机路面激励谱作为输入,分析了车辆在不同等级路面、不同车速下的车身加速度均方根值和后轮的动载荷均方根值。这对满足汽车行驶舒适性和行驶安全性的情况下优化悬架参数具有重要意义。     

基于遗传算法的车辆半主动悬架控制系统参数优化

遗传算法(Genetic Algorithm,GA)是一种基于自然群体遗传演化机制的高效优化算法,它能模拟自然界生物进化过程,依据适者生存,优胜劣汰的进化规则,采用人工进化的方式对目标群体进行遗传操作,不断得到更优群体。文章根据遗传算法基本思路,在MATLAB/Simulink中搭建了基于遗传算法的车辆半主动悬架参数优化模型,利用该算法对半主动悬架控制系统参数进行了优化,并对优化结果进行了仿真分析,结果表明,优化后车辆簧载质量加速度均方根值降低31.1%、悬架动挠度均方根值降低11.2%、轮胎动载荷均方根值降低7.1%,车辆平顺性得到提升。     

试验优化技术在车路耦合作用中的应用

悬架特性参数（刚度、阻尼）的匹配合理与否直接影响到汽车对路面的力学作用,悬架结构参数的改变对车辆动载有很大的影响。本文采用近似饱和D最优设计方法对某重型车辆悬架进行优化,并运用ADAMS仿真软件对优化结果进行验证。     

汽车主动悬架的单神经元自适应控制

在1/4汽车动力学模型的基础上,设计了汽车主动悬架的自适应神经元控制器。以车辆的行驶平顺性为主要控制目标,车身垂直加速度、悬架动挠度、车轮动位移为具体评价参数,研究了系统在随机路面激励条件下的时域响应,计算了振动响应的均方根值,考察了在变参数条件下控制器的鲁棒性。仿真结果表明,该控制器能有效改善车辆的综合性能,尤其是平顺性和舒适性,并且具有较好的鲁棒性,对模型参数的变化有一定的适应性。     

电动汽车车身平顺性及车轮接地性分析与优化

以某分布式四轮驱动电动汽车为研究对象,在Adams/car中建立了整车模型,通过对前、后悬架参数进行灵敏度分析,探讨其对车身平顺性与车轮接地性的影响。基于α法建立评价车身平顺性与车轮接地性指标的多目标函数,对灵敏度较高的悬架参数进行优化设计。结果表明,优化后前、后悬架的刚度减小,前悬架的阻尼增大。与优化前相比,车身垂向加速度均方根值减小16%,左、右前轮动载荷的均方根值均减小11%。     

汽车行驶时悬架动行程的统计分析

本文采用五自由度汽车振动简化模型,建立了悬架动行程的均方根值与路面条件、车辆结构参数和车速的关系,对悬架击穿情况进行了统计分析,并以BJ212型轻型越野车为例,分别进行了电子计算机模拟计算和实测试验,得到了在一定路面条件下,悬架动行程的均方根值随车速的变化规律和悬架击穿概率。     

可变容积附加气室空气悬架的参数优化与控制

基于热力学与车辆动力学理论,建立了带可调容积附加气室空气悬架的数学模型;以提高车辆行驶平顺性、轮胎接地性和操纵稳定性为目标,附加气室容积与减振器阻尼系数为设计变量,建立附加气室空气悬架的多目标优化模型;接着采用线性加权和法,将多目标优化问题转化为单目标优化问题;最后整合车辆典型工况下的优化结果,以载荷、车速及路面等级为控制输入量,采用决策控制实现可调容积附加气室空气悬架的半主动控制。结果表明,基于参数优化结果的决策控制能有效提高悬架的综合性能,降低车身加速度和悬架动行程,但轮胎动载荷略有增加。     

汽车平顺性时域仿真分析

采用虚拟试验场技术进行了汽车行驶平顺性的时域仿真。建立了面向汽车平顺性分析的整车刚弹耦合有限元模型,同时建立了脉冲输入路面模型和随机输入路面模型。采用1/3倍频带分布加速度均方根值方法及总加权方法对试验车辆的平顺性进行了评价。试验结果表明,运用虚拟试验场技术能够真实地反映汽车的行驶平顺性,仿真分析结果可靠。     

Roll and pitch independently tuned interconnected suspension: modelling and dynamic analysis

In this paper, a roll and pitch independently tuned hydraulically interconnected passive suspension is presented. Due to decoupling of vibration modes and the improved lateral and longitudinal stability, the stiffness of individual suspension spring can be reduced for improving ride comfort and road grip. A generalised 14 degree-of-freedom nonlinear vehicle model with anti-roll bars is established to investigate the vehicle ride and handling dynamic responses. The nonlinear fluidic model of the hydraulically interconnected suspension is developed and integrated with the full vehicle model to investigate the anti-roll and anti-pitch characteristics. Time domain analysis of the vehicle model with the proposed suspension is conducted under different road excitations and steering/braking manoeuvres. The dynamic responses are compared with conventional suspensions to demonstrate the potential of enhanced ride and handling performance. The results illustrate the model-decoupling property of the hydraulically interconnected system. The anti-roll and anti-pitch performance could be tuned independently by the interconnected systems. With the improved anti-roll and anti-pitch characteristics, the bounce stiffness and ride damping can be optimised for better ride comfort and tyre grip.     

铰接式自卸车橡胶弹簧悬架系统试验研究

采用模拟随机输入路面谱激励室内台架试验的方法,对装有新型橡胶弹簧悬架系统的某型号铰接式自卸车进行台架试验研究,以评价橡胶弹簧悬架系统的减振性能和整车行驶平顺性。试验结果表明由于橡胶弹簧悬架系统某些参数匹配不合理导致该车行驶平顺性很不理想,通过优化悬架及座椅的刚度和阻尼参数,可提高整车行驶平顺性,并给出了座椅弹簧的优化结果。     

Analytical solutions for optimal ride comfort and tyre grip for passive vehicle suspensions

The paper derives analytical solutions for the global optimum of the ride comfort and tyre grip performance measures for a quarter-car vehicle model optimised both individually and in combination. The solutions are derived for six simple suspension networks comprising one or two springs, one damper and possibly one inerter. The solutions are functions of four vehicle parameters: the sprung mass, the unsprung mass, the tyre stiffness and the static stiffness, of the suspension.     

Robust design optimization of suspension system by using target cascading method

This study presents the robust design optimization process of suspension system for improving vehicle dynamic performance (ride comfort, handling stability). The proposed design method is so called target cascading method where the design target of the system is cascaded from a vehicle level to a suspension system level. To formalize the proposed method in the view of design process, the design problem structure of suspension system is defined as a (hierarchical) multilevel design optimization, and the design problem for each level is solved using the robust design optimization technique based on a meta-model. Then, In order to verify the proposed design concept, it designed suspension system. For the vehicle level, 44 random variables with 3% of coefficient of variance (COV) were selected and the proposed design process solved the problem by using only 88 exact analyses that included 49 analyses for the initial meta-model and 39 analyses for SAO. For the suspension level, 54 random variables with 10% of COV were selected and the optimal designs solved the problem by using only 168 exact analyses for the front suspension system. Furthermore, 73 random variables with 10% of COV were selected and optimal designs solved the problem by using only 252 exact analyses for the rear suspension system. In order to compare the vehicle dynamic performance between the optimal design model and the initial design model, the ride comfort and the handling stability was analyzed and found to be improved by 16% and by 37%, respectively. This result proves that the suggested design method of suspension system is effective and systematic.     

基于混合遗传算法的主动悬架集成优化研究

作者提出的主动悬架的集成优化方法是以主动悬架的结构参数与LQG控制器为优化对象,以主动悬架系统输出的车身垂直加速度、悬架动位移、轮胎动位移和主动控制力的加权和为优化性能指标。同时提出了一种混合优化算法,它利用梯度算法每次迭代得到的结果来改进遗传算法的群体,而用遗传算法的最优个体与梯度算法的迭代解相比较,选择其中的最优点作为梯度算法下一步迭代的初始点。运用该混合遗传算法进行主动悬架系统的集成优化控制能有效地提高汽车行驶平顺性和安全性。     

Influence of tyre–road contact model on vehicle vibration response

The influence of the tyre–road contact model on the simulated vertical vibration response was analysed. Three contact models were compared: tyre–road point contact model, moving averaged profile and tyre-enveloping model. In total, 1600 real asphalt concrete and Portland cement concrete longitudinal road profiles were processed. The linear planar model of automobile with 12 degrees of freedom (DOF) was used. Five vibration responses as the measures of ride comfort, ride safety and dynamic load of cargo were investigated. The results were calculated as a function of vibration response, vehicle velocity, road quality and road surface type. The marked differences in the dynamic tyre forces and the negligible differences in the ride comfort quantities were observed among the tyre–road contact models. The seat acceleration response for three contact models and 331 DOF multibody model of the truck semi-trailer was compared with the measured response for a known profile of test section.     

Design of passive vehicle suspensions for maximal least damping ratio

This paper studies the use of the least damping ratio among system poles as a performance metric in passive vehicle suspensions. Methods are developed which allow optimal solutions to be computed in terms of non-dimensional quantities in a quarter-car vehicle model. Solutions are provided in graphical form for convenient use across vehicle types. Three suspension arrangements are studied: the standard suspension involving a parallel spring and damper and two further suspension arrangements involving an inerter. The key parameters for the optimal solutions are the ratios of unsprung mass to sprung mass and suspension static stiffness to tyre vertical stiffness. A discussion is provided of performance trends in terms of the key parameters. A comparison is made with the optimisation of ride comfort and tyre grip metrics for various vehicle types.