基于简单物理本构模型的P92钢流变应力特性预测

Q2 Materials Science Engineering Solid Mechanics Pub Date : 2022-01-01 DOI:10.5267/j.esm.2022.4.007
J. Obiko, L. Chown, D. Whitefield
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引用次数: 0

摘要

本文报道了三种不同成分的P92钢的流变应力行为。单轴压缩试验采用Gleeble®3500热机械模拟器,变形温度范围为575℃~ 650℃,应变速率范围为0.001 ~ 0.5 s-1。采用简单的物理本构模型分析了变形条件(温度和应变速率)对变形过程中金属流变应力行为的影响。该方法考虑了铁素体中铁的杨氏模量和晶格自扩散系数的温度依赖性。建立了描述三种P92钢流变应力行为的本构方程。由结果可知,利用自扩散活化能在物理本构方程中求得了A钢26.13、B钢21.61、C钢27.55的应力指数n。从结果来看,三种钢的应力指数值存在差异,这是由于元素含量的差异,如铬和钨。利用统计参数Pearson相关系数(R)和平均绝对相对误差(AARE)对所建立的本构方程进行验证。统计分析表明,三种钢的R均为0.98,而AARE分别为:1.68 (A钢)、1.72 (B钢)和1.82 (C钢)。建立的本构方程表明,实验和预测的流变应力数据具有良好的相关性。因此,该方法可用于描述金属加工过程中的流变应力行为。
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Prediction of flow stress characteristics of P92 steel using a simple physically-based constitutive modelling
This study reports the flow stress behavior of three P92 steels with different compositions. Uniaxial compression tests were conducted in the deformation temperature range of 575 °C to 650 °C and strain rate range of 0.001-0.5 s-1 using a Gleeble® 3500 thermo-mechanical simulator. A simple physically-based constitutive model was used to analyse the effects of deformation conditions (temperature and strain rate) on the metal flow stress behavior during the deformation process. The method accounts for the temperature dependence of Young’s modulus and the lattice self-diffusion coefficient of Fe in the ferrite. Constitutive equations describing the flow stress behavior of the three P92 steels were developed. From the results, the stress exponent n of 26.13(steel A), 21.61(steel B) and 27.55 (steel C) were obtained using the self-diffusion activation energy in the physically-based constitutive equation. From the results, the three steels had variation in the stress exponent values, which was attributed to differences in elemental content, such as chromium and tungsten. The developed constitutive equations were verified using statistical parameters: Pearson’s correlation coefficient (R) and average absolute relative errors (AARE). Statistical analysis showed that the three steels had the same R of 0.98, while AARE was: 1.68 (steel A), 1.72 (steel B), and 1.82 (steel C). The constitutive equations developed showed a good correlation between the experimental and predicted flow stress data. Hence, the method is applicable in describing flow stress behavior in the metalworking process in the industry.
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来源期刊
Engineering Solid Mechanics
Engineering Solid Mechanics Materials Science-Metals and Alloys
CiteScore
3.00
自引率
0.00%
发文量
21
期刊介绍: Engineering Solid Mechanics (ESM) is an online international journal for publishing high quality peer reviewed papers in the field of theoretical and applied solid mechanics. The primary focus is to exchange ideas about investigating behavior and properties of engineering materials (such as metals, composites, ceramics, polymers, FGMs, rocks and concretes, asphalt mixtures, bio and nano materials) and their mechanical characterization (including strength and deformation behavior, fatigue and fracture, stress measurements, etc.) through experimental, theoretical and numerical research studies. Researchers and practitioners (from deferent areas such as mechanical and manufacturing, aerospace, railway, bio-mechanics, civil and mining, materials and metallurgy, oil, gas and petroleum industries, pipeline, marine and offshore sectors) are encouraged to submit their original, unpublished contributions.
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