World Experience in Creating Mathematical Models of Air Springs: Advantages and Disadvantages

A. Kuzyshyn, S. A. Kostritsia, Y. Sobolevska, А. V. Batih
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Abstract

Purpose. Taking into account the production and commissioning of modern high-speed rolling stock, the authors are aimed to analyze the currently created mathematical models describing the dynamic behavior of the air spring, systematize them and consider the advantages and disadvantages of each model type. Methodology. For the analysis, a comparative chronological method was used, which makes it possible to trace the development of several points of view, concepts, theories. In accordance with the adopted decision equations, the existing models of air springs were divided into three groups: mechanical, thermodynamic and finite-elements. When analyzing mathematical models, the influence of a number of parameters on the dynamic behavior of the air spring, such as disturbing force frequency, heat transfer, nonlinear characteristics of materials, the shape of the membrane, etc., was considered. Findings. A feature of mechanical models is the determination of input parameters based on the analysis of experimental results, requires access to complex measuring equipment and must be performed for each new model of an air spring separately. Unlike mechanical models, which allow taking into account the damping effect of an air spring in the horizontal and vertical direction, thermodynamic models are mainly focused on studying the dynamic behavior of an air spring in the vertical direction. The use of the finite element method makes it possible to most accurately reproduce the dynamic behavior of an air spring, however, it requires significant expenditures of time and effort to create a finite element model and perform calculations. Originality. Mathematical models of the dynamic behavior of an air spring are systematized, and the importance of their study in conjunction with a spatial mathematical model of high-speed rolling stock is emphasized. Practical value. The analysis of the mathematical models of the dynamic behavior of the air spring shows the ways of their further improvement, indicates the possibility of their use in the spatial mathematical model of the rolling stock in accordance with the tasks set. It will allow, even at the design stage of high-speed rolling stock, to evaluate its dynamic characteristic and traffic safety indicators when interacting with a railway track.
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创建空气弹簧数学模型的世界经验:优点和缺点
目的。结合现代高速车辆的生产和调试情况,对目前建立的空气弹簧动力学特性数学模型进行了分析和整理,并对各种模型的优缺点进行了比较。方法。在分析中,使用了比较时间顺序的方法,这使得可以追溯几个观点,概念,理论的发展。根据所采用的决策方程,将现有的空气弹簧模型分为力学、热力学和有限元三大类。在分析数学模型时,考虑了扰动频率、传热特性、材料非线性特性、膜的形状等参数对空气弹簧动力学行为的影响。发现。机械模型的一个特点是根据实验结果的分析来确定输入参数,这需要使用复杂的测量设备,并且必须分别对每个空气弹簧的新模型进行测量。力学模型考虑了空气弹簧在水平方向和垂直方向上的阻尼作用,而热力学模型主要研究空气弹簧在垂直方向上的动力学行为。使用有限元方法可以最准确地再现空气弹簧的动态行为,然而,它需要大量的时间和精力来创建一个有限元模型并进行计算。创意。系统地介绍了空气弹簧动力学行为的数学模型,并强调了空气弹簧动力学行为与高速车辆空间数学模型相结合的重要性。实用价值。通过对空气弹簧动力学特性数学模型的分析,指出了进一步改进空气弹簧动力学特性数学模型的途径,指出了将空气弹簧动力学特性数学模型按照任务集应用于车辆空间数学模型的可能性。它将允许,甚至在高速机车车辆的设计阶段,评估其动态特性和交通安全指标时,与铁路轨道相互作用。
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