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SHAKEDOWN-RATCHETING ANALYSIS OF A SPHERICAL PRESSURE VESSEL BY ANISOTROPIC CONTINUUM DAMAGE MECHANICS

机译:各向异性连续损伤机理的球形压力容器减振棘轮分析。

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In cyclic loading and when plastic flow occurs, discontinuities grow. In this research, interaction diagram of Bree has been developed when the spherical pressure vessel contains discontinuities such as voids and microcracks. Bree's diagram is used for ratcheting assessment of pressurized equipment in ASME Ⅲ NH. 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 are studied by using anisotropic CDM theory coupled with nonlinear kinematic hardening of Armstrong-Frederick m's model (A-F). 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.
机译:在循环加载中,当发生塑性流动时,不连续性会增加。在这项研究中,当球形压力容器包含诸如空隙和微裂纹之类的不连续性时,开发了Bree的相互作用图。 Bree的图用于ASMEⅢNH中加压设备的棘轮评估。这些缺陷的性质导致各向异性损坏。各向异性连续体损伤力学(CDM)被认为可解决这些不连续性对结构性能的影响。利用各向异性CDM理论,结合Armstrong-Frederick m模型(A-F)的非线性运动学强化,研究了恒定内压和周期性热载荷作用下空心球的减振-棘轮响应。返回映射方法用于数值求解所发展的关系。弹性,弹性摇动,塑性摇动和棘轮区域在修改的Bree图中说明。研究了由于塑性变形引起的各向异性损伤的影响,结果表明,由于产生的损伤,塑性振动区域减小了。

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