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Periodic cracks in an infinite electrostrictive plane under the influence of a uniform remote electric field

机译:均匀远场电场影响下无限大电致伸缩平面中的周期性裂纹

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We present a rigorous treatment of the problem of collinear periodic cracks in an infinite electrostrictive plane subjected to plane strain deformation in the presence of a uniform remote in-plane electric field. Using complex variable methods, exact electric and stress fields in the electrostrictive plane are obtained for both permeable and impermeable cracks. We show that the ratio of the mode-I stress intensity factors for periodic cracks to those for a single crack is determined by only the ratio of the period of the periodic crack-system to the crack length. Additionally, we find that the stress intensity factors for periodic cracks and the stress field in the proximity of periodic cracks can be treated essentially as those for a single crack when the period exceeds four times the crack length. (C) 2016 Elsevier Ltd. All rights reserved.
机译:我们对在均匀的远程平面内电场的作用下承受平面应变变形的无限​​电致伸缩平面中的共线周期性裂纹问题提出了严格的解决方案。使用复杂的可变方法,可以在电致伸缩平面中获得可渗透和不可渗透裂缝的精确电场和应力场。我们表明,周期性裂纹的I型应力强度因子与单个裂纹的I型应力强度因子之比仅由周期性裂纹系统的周期与裂纹长度之比确定。此外,我们发现,当周期超过裂纹长度的四倍时,周期性裂纹的应力强度因子和周期性裂纹附近的应力场可以基本上视为单个裂纹的应力强度因子。 (C)2016 Elsevier Ltd.保留所有权利。

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