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Formulation of a new single crystal law for modeling the cyclic softening

机译:制定新的单晶定律以模拟循环软化

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The present paper proposes to modify the single crystal law [Hoc, T.. Forest, S., 2001. Polycrystal modelling of IF-TI steel under complex loading path. Int. J. Plast. 27, 65-85] used in polycrystalline model developed by [Pilvin, P., 1990. Approches multiechelles pour la prevision du comportement anelastique des metaux. Ph.D. Thesis, Universite Pierre et Marie Curie; Cailletaud, G., 1992. A micromechanical approach to inelastic behavior of metals. Int. J. Plast. 8, 55-73], in order to account for the cyclic softening observed in some metallic materials during fully reversed low-cycle fatigue tests under total strain control. Experimental observations [Mayama, T., Sasaki, K., 2006. Investigation of subsequent viscoplastic deformation of austenitic stainless steel Subjected to cyclic preloading. Int. J. Plast. 22, 374390] show that the cyclic softening is partially due to a rearrangement of dislocations in hard and soft zones within the grains during cyclic straining. We propose thus to modify the initial single crystal law by including a composite model of hard and soft zones on each slip system within a grain. The softening is modeled through the evolution of soft zones. The model is applied to a FCC polycrystal. The self-consistent scheme is used in order to obtain the polycrystalline macroscopic behavior. The results show that the new model correctly describes an initial cyclic hardening, a subsequent cyclic softening and finally a stabilized state. (C) 2008 Elsevier Ltd. All rights reserved.
机译:本文提出修改单晶定律[Hoc,T .. Forest,S.,2001. IF-TI钢在复杂载荷路径下的多晶建模。诠释J. Plast。 27,65-85] [Pilvin,P.,1990开发的多晶模型中使用。博士皮埃尔·玛丽·居里大学论文; Cailletaud,G.,1992年。金属非弹性行为的微机械方法。诠释J. Plast。 [8,55-73],以说明在完全应变控制下完全逆转的低周疲劳测试期间某些金属材料中观察到的循环软化。实验观察[Mayama,T.,Sasaki,K.,2006。奥氏体不锈钢随后的粘塑性变形的研究。诠释J. Plast。 [22,374390]表明,循环软化部分是由于循环应变过程中晶粒内硬区和软区中位错的重排。因此,我们建议通过在晶粒内的每个滑移系统上包括硬区和软区的复合模型来修改初始单晶定律。通过软区的演化来模拟软化。该模型应用于FCC多晶。使用自洽方案以获得多晶的宏观行为。结果表明,新模型正确描述了初始循环硬化,随后的循环软化以及最终的稳定状态。 (C)2008 Elsevier Ltd.保留所有权利。

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