首页> 外文期刊>Journal of Applied Mechanics: Transactions of the ASME >Probing the Instability of a Cluster of Slip Bonds Upon Cyclic Loads With a Coupled Finite Element Analysis and Monte Carlo Method
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Probing the Instability of a Cluster of Slip Bonds Upon Cyclic Loads With a Coupled Finite Element Analysis and Monte Carlo Method

机译:用耦合有限元分析和蒙特卡洛方法探究滑移键簇在循环载荷下的不稳定性

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摘要

Cells are subjected to cyclic loads under physiological conditions, which regulate cellular structures and functions. Recently, it was demonstrated that cells on substrates reoriented nearly perpendicular to the stretch direction in response to uni-axial cyclic stretches. Though various theories were proposed to explain this observation, the underlying mechanism, especially at the molecular level, is still elusive. To provide insights into this intriguing observation, we employ a coupled finite element analysis (FEA) and Monte Carlo method to investigate the stability of a cluster of slip bonds upon cyclic loads. Our simulation results indicate that the cluster can become unstable upon cyclic loads and there exist two characteristic failure modes: gradual sliding with a relatively long lifetime versus catastrophic failure with a relatively short lifetime. We also find that the lifetime of the bond cluster, in many cases, decreases with increasing stretch amplitude and also decreases with increasing cyclic frequency, which appears to saturate at high cyclic frequencies. These results are consistent with the experimental reports. This work suggests the possible role of slip bonds in cellular reorientation upon cyclic stretch.
机译:细胞在生理条件下承受循环负荷,从而调节细胞的结构和功能。最近,已经证明,响应于单轴循环拉伸,基底上的单元几乎垂直于拉伸方向重新取向。尽管提出了各种理论来解释这一观察结果,但其潜在机制,尤其是在分子水平上,仍然难以捉摸。为了提供对此有趣的观察的见解,我们采用了有限元分析(FEA)和蒙特卡洛方法,以研究滑移键簇在循环载荷下的稳定性。我们的仿真结果表明,该簇在周期性载荷下会变得不稳定,并且存在两种特征性的失效模式:具有相对较长使用寿命的渐进滑动与具有相对较短寿命的灾难性失效。我们还发现,在许多情况下,键簇的寿命会随着拉伸幅度的增加而减少,并且也随着循环频率的增加而降低,而循环频率似乎在高循环频率下会饱和。这些结果与实验报告一致。这项工作表明滑键在循环拉伸时在细胞重新定向中的可能作用。

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