Izuno Hitoshi, Demura Masahiko, Tabuchi Masaaki, Mototake Yoh-Ichi, Okada Masato
Research and Services Division of Materials Data and Integrated System, National Institute for Materials Science, Ibaraki, Japan.
Research Center for Structural Materials, National Institute for Materials Science, Ibaraki, Japan.
Sci Technol Adv Mater. 2020 Apr 27;21(1):219-228. doi: 10.1080/14686996.2020.1738268. eCollection 2020.
There are two types of creep constitutive equation, one with a steady-state term (steady-state type) and the other with no steady-state term (non-steady-state type). We applied the Bayesian inference framework in order to examine which type is supported by experimental creep curves for a Grade 91 (Gr.91) steel. The Bayesian free energy was significantly lower for the steady-state type under all the test conditions in the ranges of 50-90 MPa at 923 K, 90-160 MPa at 873 K and 170-240 MPa at 823 K, leading to the conclusion that the posterior probability was virtually 1.0. These findings mean that the experimental data supported the steady-state-type equation. The dependence of the evaluated steady-state creep rate on the applied stress indicates that there is a transition in the mechanism governing creep deformation around 120 MPa.
有两种蠕变本构方程,一种带有稳态项(稳态型),另一种没有稳态项(非稳态型)。我们应用贝叶斯推理框架,以检验91级(Gr.91)钢的实验蠕变曲线支持哪种类型。在923K时50 - 90MPa、873K时90 - 160MPa以及823K时170 - 240MPa的所有测试条件范围内,稳态型的贝叶斯自由能显著更低,得出后验概率实际上为1.0的结论。这些发现意味着实验数据支持稳态型方程。评估的稳态蠕变速率对应力的依赖性表明,在120MPa左右,蠕变变形控制机制存在转变。