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首页> 外文期刊>Journal of computational and theoretical nanoscience >Quasi-continuum model for the finite deformation of single-layer graphene sheets based on the temperature-related higher order cauchy-born rule
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Quasi-continuum model for the finite deformation of single-layer graphene sheets based on the temperature-related higher order cauchy-born rule

机译:基于与温度相关的高阶柯西生规则的单层石墨烯片有限变形的准连续模型

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摘要

A quasi-continuum theory for investigating the finite deformation of single-layer graphene sheets (SLGSs) in thermal environments is established based on the so-called temperature-related higher order Cauchy-Born rule (THCB rule) in the present paper. The temperature-related hyperelastic constitutive model for SLGSs is constructed with use of Helmholtz free energy as the thermodynamic potential to capture their thermo-mechanical coupling effect at finite temperature. The meshless method is employed to implement the numerical computation for the large deformation of SLGSs at room temperature. Several numerical examples under different loading conditions are performed and compared with the corresponding theoretical and experimental results.
机译:基于所谓的温度相关的高阶柯西-伯恩定律(THCB rule),建立了一种准连续理论,用于研究热环境下单层石墨烯片(SLGSs)的有限变形。利用亥姆霍兹自由能作为热力学势来构建SLGS的温度相关超弹性本构模型,以捕获其在有限温度下的热机械耦合效应。采用无网格法对SLGS在室温下的大变形进行数值计算。在不同载荷条件下进行了几个数值算例,并与相应的理论和实验结果进行了比较。

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