共查询到19条相似文献,搜索用时 906 毫秒
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本文中提出了一种考虑气囊橡胶Payne效应和热力学等效刚度阻尼滞回特性的膜式空气弹簧非线性动刚度模型,以解决空气弹簧动刚度非线性建模难题,并为气囊结构设计与材料选择提供理论依据。首先,通过示功试验对动刚度实部和虚部进行参数识别,表明在小振幅下,气囊橡胶Payne效应会引起动刚度的增大,并验证了不同振幅和频率激励下模型的正确性。接着,从振幅和频率两个维度给出了各解耦变量贡献度变化趋势的物理解释。结果显示,气囊橡胶的Payne效应使动刚度实部随振幅增大而减小,虚部随振幅增大呈现先增大后逐渐减小的趋势;气体刚度和由热交换产生的等效阻尼会使动刚度实部随频率升高逐渐增大,虚部随频率升高先增大后减小。最后给出了一个反映橡胶气囊动刚度贡献率的膜式空气弹簧新的评价指标,可直接表征空气弹簧低幅动态性能和结构设计与材料选择的优劣。试验表明,该值主要随振幅增加明显下降,橡胶气囊在低振幅时产生的刚度不可忽视。 相似文献
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应用非线性空气弹簧模型,研究了空气悬架整车的动力学仿真和主观评价。结合空气弹簧频率、振幅相关性模型与Simulink仿真,给出了空气悬架整车7自由度模型,对比了不同路面情形下悬架动行程和簧上加速度的均方根值和功率谱密度。从时域和频率2个角度分析了不同速度、路面及减振器阻尼情形下空气悬架整车的动态特性。对装有不同空气弹簧的整车进行主、客观试验测试。结果表明:悬架动行程预测误差小于7%,簧上位置加速度共振峰值预测误差小于6%,共振频率预测误差小于6%;从而验证了所提模型的普适性和精确性;反映了带空气悬架整车的动态特性,解释了平顺性主客观试验的机理。 相似文献
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附加气室空气悬架是通过在空气弹簧气室上增加一个气室,从而进一步降低空气弹簧刚度和提高阻尼的悬架。建立了附加气室空气悬架1/4二自由度系统动力学模型和数学模型,并对其进行了计算机仿真实验。通过观察仿真结果,分析了附加气室空气悬架对汽车行驶平顺性的影响因素。 相似文献
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独塔单索面预应力混凝土斜拉桥的动力特性有别于普通的大跨多塔斜拉桥,掌握其性能对研究其抗震性能与车振性能至关重要。通过某独塔单索面斜拉桥的现场脉动试验、跑车试验、跳车试验以及刹车试验等,测试了该桥的频率、振型、阻尼系数及冲击系数等动力参数。同时采用有限元分析方法建立了该桥的三维空间有限元模型,并进行了动力特性分析。对比结果显示,数值分析与实测吻合较好,该桥实际动刚度大于设计动刚度。 相似文献
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S. J. Lee 《International Journal of Automotive Technology》2010,11(4):471-479
The analytical model of an air spring can be effectively used for the design of air spring equipped vehicles to provide better
ride and handling characteristics along with various functions for passenger convenience. However, establishing a general
model of an air spring poses particular difficulties due to the severe nonlinearities in the stiffness and the hysteresis
effects, which are hardly observed in conventional coil springs. The purpose of this study is to develop a general analytic
model of an air spring — one which represents the main characteristics of stiffness and hysteresis and which can be connected
to a model of pneumatic systems desigined to control air spring height. To this end, the mathematical model was established
on the basis of thermodynamics with the assumptions that the thermodynamic parameters do not vary with the position inside
the air spring, that the air has the ideal gas property, and that the kinetic and potential energies of the air are negligible.
The analysis of the model has revealed that the stiffness is affected by the volume variation, the heat transfer, and the
variation of the air mass and the effective area. However, the hysteresis is mainly affected by the heat transfer and the
variation of the effective area. In particular, it was revealed that the increase of the volume due to the cross-sectional
area increases the stiffness, while the increase of the volume due to the other reason decreases it. In addition, the model
was used to develop the sufficient stability condition, and the stability of the model was analyzed. The paper also presents
the comparison between the simulation and experimental results to validate the established model and demonstrates the potential
of the model to be usefully employed for the development of the air spring and its algorithm for use in a pneumatic system. 相似文献
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《JSAE Review》1999,20(3):349-355
The characteristics of air springs, such as the effects of bellows and those of heat transfer on spring constant and damping factor, have been studied. However, auxiliary chambers and pipes are required in addition to air springs, to vary spring constant in the case of spring rate change by electronically controlled air suspension systems of a vehicle. Few reports have dealt with the effects of auxiliary chambers and pipes. In our study, the relation between vibration frequency and spring reaction has been investigated to clarify the effects of pipes on dynamic spring constant. Our proposed model has proved effective in understanding the phenomena. 相似文献
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Model development and experimental research on an air spring with auxiliary reservoir 总被引:1,自引:0,他引:1
This paper focuses on the dynamic stiffness and overall equivalent damping of an air spring connected to an orifice and an
auxiliary reservoir, with respect to the displacement excitation frequency, orifice area, and auxiliary reservoir volume.
A theoretical model of this air spring with its auxiliary reservoir is derived by utilizing the energy conservation equation,
gas state equation, and orifice flow rate equation. Simulation results from the presented model reveal that, when the air
spring is subject to harmonic displacement excitation, its dynamic stiffness increases with an increase in excitation frequency
and decrease in orifice area. Smaller orifice areas and lower excitation frequencies result in higher overall equivalent damping.
A validation experiment is also implemented. When compared with experimental results, simulations show consistent varying
trends of the dynamic stiffness and overall equivalent damping. The model developed here can correctly describe the behavior
of the air spring with auxiliary reservoir, indicating that it is reasonable and feasible. 相似文献
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为了揭示金属主簧-复合材料副簧的变形机理并快速预测其复合刚度,综合应用板弹簧设计理论、复合材料层合板理论及有限差分法建立了金属主簧-复合材料副簧复合刚度的理论计算模型,并编写了相应的MATLAB计算程序。采用ABAQUS软件建立了某金属主簧-复合材料副簧总成的有限元模型并对其刚度特性进行有限元模拟。有限元模拟刚度与理论计算刚度之间的误差低于3%,从而验证了理论计算模型的正确性。建立的理论计算模型不但阐明了金属主簧-复合材料副簧的变形机理,而且适宜编程计算,能准确快速地预测金属主簧-复合材料副簧的复合刚度,这对复合材料板簧的推广应用具有重要意义。 相似文献
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《Vehicle System Dynamics: International Journal of Vehicle Mechanics and Mobility》2012,50(2):149-163
Summary We investigate the dynamics of a simple model of a wheelset that supports one end of a railway freight wagon by springs with linear characteristics and dry friction dampers. The wagon runs on an ideal, straight and level track with constant speed. The lateral dynamics in dependence on the speed is examined. We have included stick-slip and hysteresis in our model of the dry friction and assume that Coulomb's law holds during the slip phase. It is found that the action of dry friction completely changes the bifurcation diagram, and that the longitudinal component of the dry friction damping forces destabilizes the wagon. 相似文献
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汽车发动机液阻悬置动特性仿真与实验分析 总被引:23,自引:2,他引:23
本文总结了发动机悬置系统的隔振要求和常用的悬置元件动特性评价参数,指出了悬置元件为满足高、低频隔振要求而产生的设计上的矛盾和困难。通过激振实验方法测试了液阻悬置元件及其橡胶主簧的动刚度和阻尼特性。对一种轿车动力总成液阻悬置建立了集总参数的力学和数学模型,进行了动特性仿真,并与实验测试结果进行了对比分析,表明该模型对液阻悬置的低频动特性分析很有效,在高频段也可以预测液阻悬置开始发生动态硬化的频率,对于液阻悬置产品的设计和改进具有指导意义。 相似文献
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S.Y. Bhave 《Vehicle System Dynamics: International Journal of Vehicle Mechanics and Mobility》1992,21(1):225-245
Airsprings have been used for vehicle suspensions over the last 40 years. They are mostly used as independent suspensions. Analysis of air springs available in literature is mostly limited to a single-degree-of-freedom system or a two-degrees-of-freedom system only in the translation mode. This paper deals with a model of a vehicle where the front and the rear springs are connected by a capillary tube. A two-degrees-of-freedom model having motion in bounce and pitch mode is presented. Equations of mass flow are linearized on the assumption of small variations in volume and pressure. Expressions for the transmissibility and the phase angle in the bounce and the pitch mode are derived. Road inputs to the front and the rear axles are assumed to be identical except for a phase difference between them. The effect of the capillary flow coefficient and that of the phase angle between the front and the rear axle excitation are studied. It is shown that an optimum value of the capillary flow coefficient exists which minimizes the transmissibility of motion in both modes over the entire frequency range. It is also observed that a phase angle of 180 degrees presents ideal transmissibility characteristics. Thus, a promising application of air springs for a vehicle suspension is presented. 相似文献
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《Vehicle System Dynamics: International Journal of Vehicle Mechanics and Mobility》2012,50(1):225-245
SUMMARY Airsprings have been used for vehicle suspensions over the last 40 years. They are mostly used as independent suspensions. Analysis of air springs available in literature is mostly limited to a single-degree-of-freedom system or a two-degrees-of-freedom system only in the translation mode. This paper deals with a model of a vehicle where the front and the rear springs are connected by a capillary tube. A two-degrees-of-freedom model having motion in bounce and pitch mode is presented. Equations of mass flow are linearized on the assumption of small variations in volume and pressure. Expressions for the transmissibility and the phase angle in the bounce and the pitch mode are derived. Road inputs to the front and the rear axles are assumed to be identical except for a phase difference between them. The effect of the capillary flow coefficient and that of the phase angle between the front and the rear axle excitation are studied. It is shown that an optimum value of the capillary flow coefficient exists which minimizes the transmissibility of motion in both modes over the entire frequency range. It is also observed that a phase angle of 180 degrees presents ideal transmissibility characteristics. Thus, a promising application of air springs for a vehicle suspension is presented. 相似文献