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Mechanical analysis of isolated microtubules based on a higher-order shear deformation beam theory

机译:基于高阶剪切变形梁理论的孤立微管力学分析

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In this paper, mechanical responses of isolated microtubules are investigated. Microtubules can be defined as bio-composite structures that are a component of the cytoskeleton in eukaryotic cells and play important roles in cellular processes. They have superior mechanical properties such as high rigidity and flexibility. In order to model the microtubules such as a hollow beam, a trigonometric shear deformation beam model is employed on the basis of modified strain gradient theory. The governing equations and related boundary conditions are derived by implementing Hamilton's principle. A detailed parametric study is performed to investigate the influences of shear deformation, material length scale parameter-to-outer radius ratio, aspect ratio and shear modulus ratio on mechanical responses of microtubules. It is observed that microstructure-dependent behavior is more considerable when material length scale parameters are closer to the outer diameter of microtubules. Also, it can be stated that effects of shear deformation become more significant for smaller shear modulus and aspect ratios.
机译:在本文中,研究了分离的微管的机械响应。微管可以定义为生物复合结构,是真核细胞中细胞骨架的组成部分,并在细胞过程中起重要作用。它们具有卓越的机械性能,例如高刚性和柔韧性。为了对诸如空心梁之类的微管进行建模,在改进的应变梯度理论的基础上,采用了三角剪切变形梁模型。通过实施汉密尔顿原理导出控制方程和相关的边界条件。进行了详细的参数研究,以研究剪切变形,材料长度尺度参数与外半径之比,纵横比和剪切模量比对微管力学响应的影响。可以观察到,当材料长度尺度参数更接近微管的外径时,与微结构有关的行为更为显着。同样,可以说,剪切变形的影响对于较小的剪切模量和纵横比来说变得更加明显。

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