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1.
汽车转向过程中,转向力矩的波动直接影响驾驶员操作的舒适性和驾驶平顺性。文章在ADAMS/View中建立了参数化的汽车转向操纵系统双十字轴万向节传动运动学仿真优化分析模型,基于建立的仿真优化模型对某车型转向系统的力矩波动进行了仿真分析并进行了优化设计,得出了最佳的转向传动轴万向节叉的相位角及轴系布置方案,优化方案将转向系统的力矩波动控制在了允许的范围内,得到了满意的结果。  相似文献   

2.
汽车转向力是汽车操纵稳定性评价中的重要指标,转向力的力矩波动直接影响着驾驶感受,合理的相位角设计能够有效地减少力矩波动。本文阐述了转向系统力矩波动原理,并运用该方法进行了某车型转向系统的优化设计。  相似文献   

3.
转向力是汽车操纵稳定性评价中重要指标,其力矩波动直接影响着驾驶感觉,匹配正确的相位角能够有效地减少力矩波动。本文详细地阐明了汽车转向系统力矩波动原理。对某车型转向系统力矩波动情况进行匹配研究。  相似文献   

4.
文章阐述了汽车转向系统的结构型式和转向力矩波动原理,并利用该原理,在某车型转向系统硬点不改变的情况下,确定转向系统的最佳中间轴相位角,使该车型转向系统力矩波动降到最低,并通过实车验证。  相似文献   

5.
汽车转向系统硬点设计是决定转向系统结构和性能的基础,是转向系统设计之初最重要的工作,也是一个反复优化的过程。本文根据采用齿轮齿条式转向器的转向系统结构特点,结合CATIA参数化建模思想确定转向系统各硬点;运用CATIA知识工程,以力矩波动为目标函数,设定优化参数进行优化设计;通过Design Table形成硬点设计模板,进行拓展设计。  相似文献   

6.
转向梯形及其驱动机构的布置对汽车车辆性能有决定性影响,本文对某车型转向梯形和驱动机构进行优化设计.  相似文献   

7.
汽车设计中通常采用平面作图法校核转向与悬架干涉量,但该方法有一定缺点。本文结合某自卸车的方案布置,探索运用ADAMS/View软件对转向与悬架干涉量进行校核和优化设计的方法。以车轮跳动引起的转向与悬架干涉量最小为优化目标,对转向垂臂的布置位置进行了优化,并对制动引起的转向与悬架干涉量进行了校核。按照优化结果进行布置,可得到理想的转向、悬架协调运动关系。  相似文献   

8.
在新车型开发过程中经常出现转向手力沉重的问题.通过原地转向手力矩测试,得到全行程沉重、末端沉重及波动沉重3种问题车型原地转向手力矩曲线.根据曲线走向,判定手力沉重的要因,从而实施验证方案解决转向沉重的问题.整改后的转向手力矩一般为4N·m,属于轻便型手感,满足一般用户驾驶需求.整改方案为液压转向系统手力沉重问题提供了解决思路,同时也为新车型开发提供了转向系统手力矩的设计方法.  相似文献   

9.
研究在轿车转向系统中,由于十字万向节的空间布置而产生的转向传动轴力矩波动问题。应用MATLAB建立数学模型,对力矩波动进行仿真及优化,仿真界面操作简单且易于使用。最后,对转向传动轴的空间布置提出了要求。  相似文献   

10.
介绍三段式转向管柱的力矩波动原理,并利用Matlab进行了通用化程序设计计算。与传统的方法相比简化了工作,为转向系统的力矩波动分析提供了精确实用的方法。根据计算结果,对转向系统的硬点进行优化布置,从而达到最佳的操纵效果。  相似文献   

11.
文章通过硬点、骨架模型的理念,简化转向系统运动部件,并运用CATIA软件的DMU模块建立了运动仿真模型。校核系统性能的同时可兼顾力矩波动优化。该方法可处理商用车转向系统设计过程中大量的复杂验证工作,缩短设计周期,降低研发验证投入。  相似文献   

12.
为了研究电动汽车EPS助力特性对汽车操纵稳定性的影响,在对EPS工作原理和助力特性进行分析的基础上,建立了EPS动力学方程,设计了一种能实现理想助力特性的PID控制器。基于MATLAB/SIMULINK对其进行了仿真分析,结果表明,系统加入PID控制后齿条位移、方向盘转角及检测转矩相比无控制时运行更平稳,调节时间分别缩短0.2,0.4,0.4 s;前助力转矩阶跃响应呈高频波动,电机内部的波动现象明显改善,PID控制器对于EPS的助力特性具有更好的控制效果和稳定性。  相似文献   

13.
This paper presents a novel sensor-less steering torque control method for applications to the steer-by-wire system. A steer-by-wire system has not any mechanical link to connect a steering wheel and a rack and pinion gear module. Instead of mechanical devices, two electric motors are used on each side. A one motor is attached to the steering wheel and the other is set on rack and pinion. The motor on the steering wheel works as a deliverer between a steering torque and load torque from the road. In this paper, we focus on motion control related to the steering feel based on impedance control. Therefore, the model of rack and pinion is not considered in this work. In most power steering systems, a torque sensor is used to set impedance effect on driver’s steering feel. In this paper, we proposed a novel steering control method without using any torque sensors. The effectiveness of a proposed method is confirmed from experimental results.  相似文献   

14.
Steering feel, or steering torque feedback, is widely regarded as an important aspect of the handling quality of a vehicle. Despite this, there is little theoretical understanding of its role. This paper describes an initial attempt to model the role of steering torque feedback arising from lateral tyre forces. The path-following control of a nonlinear vehicle model is implemented using a time-varying model predictive controller. A series of Kalman filters are used to represent the driver's ability to generate estimates of the system states from noisy sensory measurements, including the steering torque. It is found that under constant road friction conditions, the steering torque feedback reduces path-following errors provided the friction is sufficiently high to prevent frequent saturation of the tyres. When the driver model is extended to allow identification of, and adaptation to, a varying friction condition, it is found that the steering torque assists in the accurate identification of the friction condition. The simulation results give insight into the role of steering torque feedback arising from lateral tyre forces. The paper concludes with recommendations for further work.  相似文献   

15.
When driving along a circular path, the driver of a motorcycle controls the vehicle mainly by means of steering torque. If low steering torque is necessary, the driver feels that the vehicle is manoeuvrable. In this paper, a mathematical model concerning steering torque is developed; it takes into account the actual kinematic behaviour of the vehicle and the properties of motorcycle tyres. Tyre forces act at the contact points of toroidal tyres, which are calculated according to kinematic analysis. Non-linear equations are solved using an iterative approach. Several numerical results are presented, and the influence of tyre properties and some geometrical and inertial properties of the vehicle on steering torque are discussed.  相似文献   

16.
When driving along a circular path, the driver of a motorcycle controls the vehicle mainly by means of steering torque. If low steering torque is necessary, the driver feels that the vehicle is manoeuvrable. In this paper, a mathematical model concerning steering torque is developed; it takes into account the actual kinematic behaviour of the vehicle and the properties of motorcycle tyres. Tyre forces act at the contact points of toroidal tyres, which are calculated according to kinematic analysis. Non-linear equations are solved using an iterative approach. Several numerical results are presented, and the influence of tyre properties and some geometrical and inertial properties of the vehicle on steering torque are discussed.  相似文献   

17.
The steering torque of an electric-power steering (EPS) motor is interrelated with the performance of the EPS control system, therefore calculating an exact steering torque is critical in this application. This study presents a dynamic correction method that greatly decreases the calculated error in the steering torque; the PID controller demonstrated here is therefore suitable for the demands of this system. Based on an analysis of the detection process of the steering torque sensor, we first deduced that the variation of the system resistance torque equals the difference between the measured value of the steering torque and the ideal one in the previous cycle. Based on this result, we then proposed a dynamic correction method. Finally, a comparison of the simulated and experimental results for several vehicles evidenced the effectiveness of this dynamic correction method.  相似文献   

18.
针对分布式驱动车辆转向工况在低速下期望提高转向机动性能,高速下期望保证行驶稳定性的需求,充分考虑转向行驶内外侧车轮的转向关系以及车辆动力学,制定了适应车速变化的四轮转矩分配策略,建立了四轮轮毂电机驱动模型以及二自由度参考模型。为了改善分布式驱动转向机动性能,建立自抗扰控制器调整内外侧车轮转矩,形成合理的转速差,减小转向半径,以提高转向机动性;对于高速转向行驶稳定性的需求,通过二次规划方法优化分配各车轮驱动力矩,分析轮胎纵横向附着裕度建立目标函数,并加入附加横摆力矩和路面附着力的限制,进行车轮驱动转矩的在线优化分配,提高车辆转向行驶的稳定性;另外为避免2种控制模式转换时驱动转矩突变,根据车速和稳定性参数制定模糊规则决策2种模式的协调系数,保证2种控制模式的平滑过渡。基于CarSim和MATLAB/Simulink进行联合仿真,并搭建硬件在环平台进行试验,对所提出的方法进行验证。结果表明:在低速转向工况下,提出的分配策略能够调节内外侧车轮产生差速效果,与转矩平均分配的策略相比,转向半径有所减小,提高车辆机动性;高速转向工况下,分配策略能够保证车辆稳定转向,与未考虑稳定性控制的分配策略相比,能更好地跟踪目标轨迹,且横摆角速度控制在参考横摆角速度附近,证明了所提控制策略的有效性。  相似文献   

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