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Modelling the vibration of tyre sidewalls

机译:模拟轮胎胎侧的振动

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The dynamical behaviour of the sidewall has an important influence on tyre vibration characteristics. Nonetheless, it remains crudely represented in many existing models. The current work considers a geometrically accurate, two-dimensional, sidewall description, with a view to identifying potential shortcomings in the approximate formulations and identifying the physical characteristics that must be accounted for. First, the mean stress state under pressurisation and centrifugal loading is investigated. Finite-Element calculations show that, while the loaded sidewall shape remains close to a toroid, its in-plane tensions differ appreciably from the associated analytical solution. This is largely due to the inability of the anisotropic sidewall material to sustain significant azimuthal stress. An approximate analysis, based on the meridional tension alone, is therefore developed, and shown to yield accurate predictions. In conjunction with a set of formulae for the 'engineering constants' of the sidewall material, the approximate solutions provide a straightforward and efficient means of determining the base state for the vibration analysis. The latter is implemented via a 'waveguide' discretisation of a variational formulation. Its results show that, while the full geometrical description is necessary for a complete and reliable characterisation of the sidewall's vibrational properties, a one-dimensional approximation will often be satisfactory in practice. Meridional thickness variations only become important at higher frequencies (above 500 Hz for the example considered here), and rotational inertia effects appear to be minor at practical vehicle speeds.
机译:胎侧的动力学行为对轮胎振动特性具有重要影响。但是,它仍然在许多现有模型中粗略地代表。当前的工作考虑了几何上精确的二维侧壁描述,以期找出近似配方中的潜在缺陷并确定必须考虑的物理特性。首先,研究了加压和离心载荷下的平均应力状态。有限元计算表明,虽然加载的侧壁形状保持接近环形,但其面内张力与关联的分析解决方案明显不同。这主要是由于各向异性侧壁材料无法承受明显的方位角应力。因此,仅基于子午线张力进行了近似分析,并显示出准确的预测结果。结合用于侧壁材料的“工程常数”的一组公式,近似解提供了一种简单有效的方法来确定振动分析的基本状态。后者是通过变体公式的“波导”离散化来实现的。其结果表明,尽管完整的几何描述对于完整可靠地表征侧壁的振动特性是必需的,但实际上一维近似通常是令人满意的。子午线厚度变化仅在较高频率(此处考虑的示例为500 Hz以上)下才变得重要,并且在实际车速下旋转惯性效应似乎很小。

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