材料科学
降水
位错
格子(音乐)
扁球体
材料的强化机理
应力场
领域(数学)
各向异性
凝聚态物理
机械
复合材料
热力学
合金
经典力学
物理
有限元法
光学
声学
纯数学
气象学
数学
作者
Mohammad Reza Ahmadi,Bernhard Sonderegger,Erwin Povoden-Karadeniz,Ahmad Falahati,Surya D. Yadav,Christof Sommitsch,Ernst Kozeschnik
出处
期刊:Materialia
[Elsevier]
日期:2022-01-15
卷期号:21: 101328-101328
被引量:10
标识
DOI:10.1016/j.mtla.2022.101328
摘要
Coherency strengthening plays a major role in precipitation strengthening. The governing mechanism is based on the interaction of dislocations with the elastic strain field induced by the lattice misfit of precipitates and matrix. In the case of non-spherical precipitates, the strain field and corresponding stress field is inhomogeneous and depends on the relative orientation of the particle with respect to the Burger's vector of the dislocation. We evaluate the shear stress increment due to inhomogeneous strain fields around an oblate precipitate and suggested a model for coherency strengthening of oblate precipitates. The corresponding results for the weak and strong strengthening mechanisms demonstrate that shape-depending correction factors need to be incorporated in order to estimate the strength precisely. Afterwards, the proposed model was applied for simulation of precipitation strengthening of Inconel 718. Simulation result shows that, the selection of correct aspect ratio can lead to more accurate yield strength predictions that are close to the experimental results.
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