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Shakedown Analysis of Thick Cylinder with a Radial Opening with Primary Load Cycling In-Phase with Secondary Load

机译:用径向开口与二次负载循环循环循环开口的粗圆柱的显着分析

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Shakedown and ratcheting behaviour of thick cylinder with and without radial crosshole is investigated in this paper by inelastic finite element analysis. Bree diagram was developed for the case of constant primary and cyclic secondary loading where the thermal gradient is varying linearly through the thickness for a thin cylindrical vessel. In the presented analysis the primary load is considered to be cycling strictly in-phase with the secondary loading and elastic-perfectly plastic material model is used. The results of FE analysis carried over thin cylinder was used to validate the methodology incorporated for distinguishing between cyclic behaviours (i.e. elastic shakedown, plastic shakedown and ratcheting). The thick cylinders considered have thickness ratio (R_i/t) = 2 and opening radius ratio (r_i/R_i) = 0.2. The results indicate that the modified Bree diagram (i.e. considering both the loadings to be in-phase) derived for thin cylinder is sufficiently conservative and can be used to predict the shakedown behaviour of thick cylinders. However for thick cylinders with crosshole the ratcheting/shakedown boundary is significantly different and using the results of thin cylinder would be unsafe. The importance of selecting the most appropriate loading condition for analysis is also highlighted.
机译:本文采用内部有限元分析研究了厚圆筒的厚圆柱和没有径向交叉孔的搅动和棘轮行为。为恒定初级和循环二次加载的情况开发了Breea图,其中热梯度通过薄圆柱容器的厚度线性地改变。在所提出的分析中,主要负载被认为是严格相互循环,使用二次加载和弹性 - 完美的塑料材料模型。通过薄圆筒携带的Fe分析结果用于验证结合用于区分循环行为的方法(即弹性升起,塑料展示和棘轮)。考虑的厚圆柱体具有厚度比(R_I / T)= 2和开口半径比(R_I / R_I)= 0.2。结果表明,改进的Bree图(即,考虑到较阶段的载荷,用于薄圆筒的阶段)是充分保守的并且可用于预测厚圆柱的升起行为。然而,对于具有交叉孔的厚圆柱,棘轮/升起的边界显着不同,并且使用薄缸的结果将不安全。还突出显示选择最合适的装载条件的重要性。

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