弹塑性单轴拉伸条件下双相钢的特定相位应变极点图分析--实验与 EPSC 模型对比

Crystals Pub Date : 2024-02-21 DOI:10.3390/cryst14030206
S. Pulvermacher, Florian Loebich, Andreas Prahs, Hangning Liu, Sandra Cabeza, Thilo Pirling, Michael Hofmann, J. Gibmeier
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引用次数: 0

摘要

对于双相不锈钢 X2CrNiMoN22-5-3,分析了在单轴拉伸加载下,铁素体(bcc)和奥氏体(fcc)在纯弹性和弹塑性状态下的各种加载状态下的相特定应变极值(strain PFs)。实验中,在确定的单轴加载条件下,通过原位中子衍射应变测量确定了应变 PF。这些实验结果与使用弹塑性自洽(EPSC)模型计算出的应变 PF 进行了比较。比较针对每个相的两个不同 {hkl} 平面进行。虽然多相材料的经典载荷应力和载荷分区分析通常仅限于载荷方向和选定的横向方向,但结果说明了确定应变 PF 的附加价值,尤其是在存在特定相纹理的情况下。以双相不锈钢为例,与实验数据的对比显示了使用普通 EPSC 模型可以很好地预测载荷分区行为。所使用的 EPSC 模型通过 ISODEC 软件在其弹性范围内进行了验证。根据 EPSC 模型的结果,并考虑到局部特定相的结晶纹理,可以预测晶间应力和特定相纹理在多大程度上会影响通过衍射方法进行的(残余)应力分析结果。这样就可以评估在技术应用中,是否可以预期在某些部件方向上产生有意义的残余应力结果。
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Analysis of Phase-Specific Strain Pole Figures for Duplex Steels under Elasto-Plastic Uniaxial Tension—Experiment vs. EPSC Modelling
For the duplex stainless steel X2CrNiMoN22-5-3, phase-specific strain pole figures (strain PFs) for the phases ferrite (bcc) and austenite (fcc) were analysed under uniaxial tensile loading for various loading states in purely elastic and elasto-plastic regimes. Experimentally, strain PFs were determined by means of in situ neutron diffraction strain measurements under defined uniaxial loading. These experimental results were compared with strain PFs calculated using elasto-plastic self-consistent (EPSC) modelling. The comparison was performed for two different {hkl} planes per phase. While classic load stress and load partitioning analyses for multi-phase materials are often limited to the load direction and a selected direction transverse to it, the results illustrate the added value of determining a strain PF, especially when a phase-specific texture is present. The comparison with experimental data shows how well the load partitioning behaviour can be predicted using common EPSC models, using the example of a duplex stainless steel. The EPSC model used was validated with the software ISODEC in its elastic range. Based on the results of the EPSC model, and taking into account the local phase-specific crystallographic texture, a prediction can be made as to what extent intergranular stresses and phase-specific textures could affect the results of a (residual) stress analysis by means of the diffraction method. This makes it possible to assess whether, for technical applications, meaningful residual stress results can be expected in certain component directions.
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