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CYCLIC PLASTICITY ANALYSIS OF WELDED JOINT WITH WELDING RESIDUAL STRESS USING THE DIRECT METHOD

机译:焊接残余应力焊接接头循环塑性的直接法分析

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To meet the growing energy demands, the power sector continuously strives at enhancing the efficiency of its power plants by increasing the operating temperature. Under cyclic loading conditions, this leads to creep-cyclic plasticity driven damage mechanisms such as cyclically enhanced creep, creep enhanced plasticity and creep ratcheting. A detailed understanding of creep and related damages is therefore essential for predicting any potential failure mechanisms and ensuring confidence in the safe-working of the components. This becomes particularly difficult and challenging in the presence of welds due to two main reason; a) presence of different material zones, namely parent metal, weld metal and heat affected zone; b) introduction of residual stress during welding. An extended Direct Steady Cycle Analysis within the Linear Matching Method (LMM) framework has been previously developed to consider the full interaction between creep and cyclic plasticity. This paper presents the basic theory and an overview behind the LMM framework along with a new application of a welded flange, considering for the first time the effect of residual stress due to welding. A 3D finite element model is adopted for the flange, and it is subjected to a constant pressure and cyclic thermal load of varying dwell. The effects of welding residual stress on the creep-cyclic plastic response of the welded flange are investigated. Additional parametric studies considering different levels of the applied load and dwell period are performed. The results reflect the ease of using LMM over conventional inelastic analysis.
机译:为了满足不断增长的能源需求,电力部门不断努力通过提高工作温度来提高其发电厂的效率。在循环载荷条件下,这会导致蠕变循环可塑性驱动的损坏机制,例如循环增强的蠕变,蠕变增强的可塑性和蠕变棘轮。因此,对蠕变和相关损坏的详细了解对于预测任何潜在的故障机制并确保对组件安全工作的信心至关重要。由于两个主要原因,在存在焊缝的情况下,这变得特别困难且具有挑战性。 a)存在不同的材料区域,即母材,焊缝金属和热影响区; b)在焊接过程中引入残余应力。以前已经开发了在线性匹配方法(LMM)框架内扩展的直接稳态循环分析,以考虑蠕变和循环可塑性之间的完全相互作用。本文首次介绍了LMM框架背后的基本理论和概述以及焊接法兰的新应用,并首次考虑了焊接引起的残余应力的影响。法兰采用3D有限元模型,它承受恒定的压力和变化的保压周期热负荷。研究了焊接残余应力对焊接法兰的蠕变循环塑性响应的影响。进行了考虑不同水平的施加载荷和停留时间的附加参数研究。结果表明,与传统的非弹性分析相比,使用LMM更容易。

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