何 涛, 李子然, 汪 洋. 子午线轮胎胎面花纹块滑动磨损有限元分析[J]. 工程力学, 2010, 27(7): 237-243,.
引用本文: 何 涛, 李子然, 汪 洋. 子午线轮胎胎面花纹块滑动磨损有限元分析[J]. 工程力学, 2010, 27(7): 237-243,.
HE Tao, LI Zi-ran, WANG Yang. FINITE ELEMENT ANALYSIS FOR SLIDING ABRASION OF TREAD BLOCKS OF RADIAL TIRE[J]. Engineering Mechanics, 2010, 27(7): 237-243,.
Citation: HE Tao, LI Zi-ran, WANG Yang. FINITE ELEMENT ANALYSIS FOR SLIDING ABRASION OF TREAD BLOCKS OF RADIAL TIRE[J]. Engineering Mechanics, 2010, 27(7): 237-243,.

子午线轮胎胎面花纹块滑动磨损有限元分析

FINITE ELEMENT ANALYSIS FOR SLIDING ABRASION OF TREAD BLOCKS OF RADIAL TIRE

  • 摘要: 该文以205/55R16半钢子午线轮胎为参考轮胎,通过建立带纵向和横向简单花纹的轮胎模型,使用ABAQUS/Standard进行了轮胎自由滚动、制动工况的有限元分析,分析了与胎面磨损分布相关的粘着滑移区域随滚动角速度变化的分布情况。结果显示:轮胎在制动状态下,胎面各花纹块沿滑动方向前端出现接触大变形。但由于整体轮胎模型胎面花纹部分网格较粗糙,计算得到的花纹块变形受力分布特征不够准确。为此,采用整体到局部的分析方法,建立采用精细网格的二维平面应变花纹块模型,由整体轮胎模型提供其简化边界条件,使用ABAQUS/explicit进行了滑动的热力耦合有限元分析。结果显示:采用精细网格的局部花纹块模型能反映出滑动前端卷曲大变形以及表面卷曲自接触的变形特征。最后,通过模拟ABS(防抱死制动系统)控制下轮胎胎面花纹块磨损过程,分析了胎面花纹块沿周向的不规则磨损特征。

     

    Abstract: The global finite element model of 205/55R16 radial tire with simple longitudinal and lateral tread patterns is constructed. The free rolling and braking processes are simulated using ABAQUS/Standard commercial code. The distribution of stick and slip areas of contact surface under free rolling and braking conditions is investigated. The numerical results indicate that large contact deformations could occur at the front part of tread blocks along the sliding direction. To obtain more accurate stress field and deformation characteristics, a refined meshed finite element model of local tread block is set up. The boundary conditions of local model are derived from the results of global model. Sliding behavior of the tread block is analyzed using ABAQUS/Explicit incorporating thermo-mechanical coupling. Large contact deformations including curling and self contact are presented. In the end, an abrasion process of tread block during the course of ABS (antilock brake system) braking is simulated and the irregular abrasion character along the circumference of tire is presented.

     

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