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Shakedown-ratcheting analysis of Bree's problem by anisotropic continuum damage mechanics coupled with nonlinear kinematic hardening model

机译:通过各向异性连续损伤力学与非线性运动硬化模型相结合的BREE问题的旋转棘轮分析

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摘要

In the present research, Bree's diagram, which has been used for ratcheting assessment of pressurized equipment in ASME III NH, has been developed when the pressure vessel contains discontinuities such as voids and microc racks. Nature of these defects leads to an anisotropic damage. Anisotropic Continuum Damage Mechanics (CDM) is considered to account effects of these discontinuities on the behavior of the structure. Shakedown ratcheting response of a hollow sphere under constant internal pressure and cyclic thermal loadings is studied by using anisotropic CDM theory coupled with nonlinear kinematic hardening of Chaboche. Return mapping method is used to solve numerically the developed relations. Elastic, elastic shakedown, plastic shakedown and ratcheting regions are illustrated in the modified Bree's diagram. Influence of anisotropic damage due to the plastic deformation, is studied and it was shown that the plastic shakedown region is diminished because of the developed damage. (C) 2018 Elsevier Ltd. All rights reserved.
机译:在本研究中,在压力容器中含有不连续性等空隙和粒子架时,已经开发了Bree的Bree的图表,该图已经开发了ASME III NH中的加压设备。这些缺陷的性质导致各向异性损伤。各向异性连续体损伤力学(CDM)被认为是对这些不连续性对结构行为的影响。通过使用Chaboche的非线性运动硬化,通过各向异性CDM理论研究了恒定内压和循环热载体下空心球的棘轮响应。返回映射方法用于在数字上求解开发的关系。在改进的Bree的图表中示出了弹性,弹性升起,塑料Shakedown和棘轮区域。研究了塑性变形引起的各向异性损伤的影响,结果表明,由于发达的损坏,塑料Shakedown区域减少。 (c)2018年elestvier有限公司保留所有权利。

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