Effects of Primary and Secondary Creep Formulations on API 579-1 Residual Life Evaluation

Lorenzo Scano, L. Esposito
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Abstract

A sound material constitutive equation is crucial for the residual life evaluation of pressure components operating in the creep range. In a previous work [1], the authors investigated how a secondary creep formulation encompassing both the dislocational and the diffusional range influences the assessment of damage according to API 579-1 [2] within the whole component stress range. In the present paper the work has been extended in order to include the effects of primary creep in the constitutive equation for the ASTM A335 P22 low-alloy steel used for the manufacturing of the HRSG header whose welded details were previously investigated. The creep damage was first calculated according to API 579-1 Section 10 via inelastic, time-dependent FEA and the Larson-Miller approach (LMP) with code-defined, minimum time-to-rupture data. This led to a first reckoning of the primary creep impact in terms of API 579-1 residual life for the components under evaluation. The API 579-1 time-to-rupture was then assessed with a detailed stress analysis implementing the Omega Method and its creep strain rate formulation. The obtained results were finally compared to those previously determined through the LMP procedure and the different creep correlations (secondary and primary+secondary).
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初级和次级蠕变配方对API 579-1剩余寿命评估的影响
合理的材料本构方程是评估在蠕变范围内工作的压力元件剩余寿命的关键。在之前的工作[1]中,作者研究了包含位错和扩散范围的二次蠕变公式如何在整个构件应力范围内根据API 579-1[2]影响损伤评估。在本文中,为了将原始蠕变的影响纳入用于制造HRSG箱的ASTM A335 P22低合金钢的本构方程中,本构方程的焊接细节已在先前的研究中进行了扩展。首先根据API 579-1第10节,通过非弹性、时间相关的有限元分析和Larson-Miller方法(LMP)计算蠕变损伤,并使用代码定义的最小破裂时间数据。这导致了根据API 579-1剩余寿命评估组件的主要蠕变影响的第一次计算。然后使用Omega方法及其蠕变应变率公式对API 579-1的破裂时间进行了详细的应力分析。最后将得到的结果与先前通过LMP程序确定的结果和不同的蠕变相关性(次要和主要+次要)进行比较。
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