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Criterion of Mechanical Instability in Inhomogeneous Atomic System

机译:非均质原子系统中机械不稳定性的判据

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摘要

The mechanical stability of a material is a fundamental issue in strength of atomic systems. Although the criterion of the mechanical stability of homogeneous structures such as perfect crystals have been successfully investigated so far, the criterion has not been able to be precisely evaluated in the cases of non-uniform deformations or bodies of inhomogeneous atomic structures. Now we present an instability criterion of an arbitrary atomic structure based on the energy balance of the whole system. This method gives the mathematically rigorous condition for the onset of an unstable deformation in any inhomogeneous atomic system. Furthermore, the method can be applied to any type of potential field, which means that ab initio evaluations of the mechanical instability of inhomogeneous structure under non-uniform deformation will be possible. The validity of the method is clarified by the application to tension of a cracked body. The onsets of unstable deformations and their deformation modes are precisely evaluated by the method.
机译:材料的机械稳定性是原子系统强度的基本问题。尽管到目前为止,已经成功地研究了诸如完美晶体之类的均质结构的机械稳定性标准,但是在非均质形变或原子结构不均匀的物体的情况下,仍无法精确评估该标准。现在,我们基于整个系统的能量平衡,提出了任意原子结构的不稳定性判据。这种方法给出了在任何不均匀原子系统中发生不稳定变形的严格数学条件。此外,该方法可以应用于任何类型的势场,这意味着从头开始评估不均匀变形下不均匀结构的机械不稳定性。该方法的有效性通过应用于裂纹体的张力而得以阐明。通过该方法可以精确评估不稳定变形的发生及其变形模式。

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