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Neutral nano-inhomogeneities in hyperelastic materials with a hyperelastic interface model

机译:具有超弹性界面模型的超弹性材料的中性纳米不均匀性

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We examine the existence of neutral nano-inhomogeneities in a hyperelastic inhomogeneity-matrix system subjected to finite plane deformations when uniform (in-plane) external loading is imposed on the matrix. We incorporate nanoscale interface effects by representing the material interface as a separate hyperelastic membrane, perfectly bonded to the surrounding bulk material. We show that for any type of hyperelastic bulk material and practically any type of hyperelastic membrane representing the interface, neutral nano-inhomogeneities do exist but are necessarily circular in shape. We show further that the radius of the circular neutral nano-inhomogeneity is determined by the (uniform) external loading (which must be hydrostatic) and the respective strain energy density functions associated with the hyperelastic bulk and interface materials.
机译:当在矩阵上施加均匀的(平面内)外部载荷时,我们研究了在有限平面变形的情况下,超弹性不均匀矩阵系统中存在中性纳米不均匀性。我们通过将材料界面表示为独立的超弹性膜来整合纳米级界面效应,完美地粘合到周围的散装材料上。我们表明,对于任何类型的超弹性块状材料以及实际上代表界面的任何类型的超弹性膜,中性纳米不均匀性确实存在,但形状必须是圆形的。我们进一步表明,圆形中性纳米非均质性的半径由(均匀的)外部载荷(必须是静液压的)以及与超弹性体和界面材料相关的相应应变能密度函数确定。

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