Abst'/> Simulation-based prediction of cyclic failure in rubbery materials using nonlinear space-time finite element method coupled with continuum damage mechanics
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Simulation-based prediction of cyclic failure in rubbery materials using nonlinear space-time finite element method coupled with continuum damage mechanics

机译:基于非线性时空有限元方法和连续损伤力学的基于模拟的橡胶材料循环失效预测

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摘要

AbstractRubbery materials are widely used in industrial applications and are often exposed to cyclic stress and strain conditions while in service. To ensure safety and reliability, quantifying the effect of loads on the life of rubbery material is an important but challenging task, due to the combination of geometric/material nonlinearities and loading conditions for extended time durations. In this work, a novel simulation approach based on nonlinear space-time finite element method (FEM) is presented with a goal to capture fatigue failure in rubbery material subjected to cyclic loads. It is established by integrating the time discontinuous Galerkin (TDG) formulation with nonlinear material constitutive laws. A continuum damage mechanics (CDM) model is introduced to account for the damage evolution and model parameters for synthetic rubber are calibrated based on experiment. The nonlinear space-time FEM coupled with CDM constitutive model shows good agreement with the fracture and low cycle fatigue test of notched rubber sheet specimen.HighlightsDeveloped a nonlinear space-time computational framework for fatigue simulation.Established a fatigue damage model with calibrated parameters for synthetic rubber.Demonstrated the advantage of numerical algorithm in dealing with temporal scale.Successfully simulated fatigue failure with over 1 million cycles.Validated the results through comparison with experiments and predictions from commercial codes.
机译: 摘要 抢劫材料广泛用于工业应用,并且在使用中经常暴露于循环应力和应变条件下。为了确保安全性和可靠性,量化负载对橡胶材料寿命的影响是一项重要但具有挑战性的任务,这是由于几何/材料非线性和负载条件在较长时间内的结合。在这项工作中,提出了一种基于非线性时空有限元方法(FEM)的新型仿真方法,其目的是捕获橡胶材料在循环载荷下的疲劳破坏。它是通过将时间不连续Galerkin(TDG)公式与非线性材料本构律相集成而建立的。引入连续损伤力学(CDM)模型来说明损伤的发展,并基于实验对合成橡胶的模型参数进行校准。非线性时空有限元与CDM本构模型相结合,与缺口橡胶板试样的断裂和低周疲劳试验具有良好的一致性。 突出显示 开发了用于疲劳模拟的非线性时空计算框架。 < ce:list-item id =“ u0015”> 使用合成橡胶的校准参数建立了疲劳损伤模型。 证明了数字算法在处理时间尺度上的优势。 •< / ce:label> 成功模拟了超过一百万次的疲劳破坏。 通过与商业代码的实验和预测进行比较来验证结果。

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