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Calculating Energy Release Rate as a Function of Crack Length Using a Multiple-Step Crack Closure Technique in Tire Finite Element Models

机译:用轮胎有限元模型中的多步裂纹闭合技术计算能量释放速率作为裂缝长度的函数

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摘要

When performing predictive durability analyses on tires using finite element methods, it is generally recognized that energy release rate (ERR) is the best measure by which to characterize the fatigue behavior of rubber. By addressing actual cracks in a simulation geometry, ERR provides a more appropriate durability criterion than the strain energy density (SED) of geometries without cracks. If determined as a function of crack length and loading history, and augmented with material crack growth properties, ERR allows for a quantitative prediction of fatigue life. Complications arise, however, from extra steps required to implement the calculation of ERR within the analysis process. This article presents an overview and some details of a method to perform such analyses. The method involves a preprocessing step that automates the creation of a ribbon crack within an axisymmetric- geometry finite element model at a predetermined location. After inflating and expanding to three dimensions to fully load the tire against a surface, full ribbon sections of the crack are then incrementally closed through multiple solution steps, finally achieving complete closure. A postprocessing step is developed to determine ERR as a function of crack length from this enforced crack closure technique. This includes an innovative approach to calculating ERR as the crack length approaches zero.
机译:在使用有限元方法进行轮胎上进行预测耐久性分析时,普遍认为能量释放率(ERR)是表征橡胶疲劳行为的最佳度量。通过在模拟几何形状中寻址实际裂缝,ERR提供比没有裂缝的菌株能量密度(SED)的更合适的耐久性标准。如果确定为裂缝长度和装载历史的函数,并且以物质裂纹生长性能增强,ERR允许定量预测疲劳寿命。然而,出现并发症来自在分析过程中实施错误所需的额外步骤。本文介绍了执行此类分析的方法的概述和一些细节。该方法涉及预处理步骤,其在预定位置自动地在轴对称几何有限元模型内设立带状裂缝。在充气和扩展到三个尺寸以将轮胎完全加载到表面上,然后通过多种解决方案步骤逐渐封闭裂纹的全带状部分,最后实现完全闭合。开发了后处理步骤以根据来自这种强制裂缝闭合技术确定ERR作为裂缝长度的函数。这包括一种创新的方法来计算错误,因为裂缝长度接近零。

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