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Three-Dimensional Growth of Coherent Ferrite in Austenite: A Molecular Dynamics Study 被引量:1
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作者 Zhi-Peng Sun Fu-Zhi Dai +1 位作者 Ben Xu Wen-Zheng Zhang 《Acta Metallurgica Sinica(English Letters)》 SCIE EI CAS CSCD 2019年第6期669-676,共8页
Coherent second phase often exhibits anisotropic morphology with specifi c orientations with respect to both the second and the matrix phases.As a key feature of microstructure,the morphology of the coherent particles... Coherent second phase often exhibits anisotropic morphology with specifi c orientations with respect to both the second and the matrix phases.As a key feature of microstructure,the morphology of the coherent particles is essential for understanding the second-phase strengthening eff ect in various industrial alloys.This letter reports anisotropic growth of coherent ferrite from austenite matrix in pure iron based on molecular dynamics simulation.We found that the ferrite grain tends to grow into an elongated plate-like shape,independent of its initial confi guration.The fi nal shape of the ferrite is closely related to the misfi t between the two phases,with the longest direction and the broad facet of the plate being,respectively,consistent with the best matching direction and the best matching plane calculated via the Burgers vector content(BVC)method.The strain energy calculation in the framework of Eshelby’s inclusion theory verifi es that the simulated orientation of the coherent ferrite is energetically favorable.It is anticipated that the BVC method will be applicable in analysis of anisotropic growth and morphology of coherent second phase in other phase transformation systems. 展开更多
关键词 coherent ferrite Anisotropic GROWTH Molecular dynamics simulation BURGERS vector content Eshelby’s INCLUSION theory
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基于磁矩一致转动磁化模型的单畴颗粒体系矫顽力计算
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作者 戴越 兰中文 +1 位作者 余忠 孙科 《磁性材料及器件》 CAS CSCD 2021年第1期5-8,共4页
高矫顽力是对六角永磁铁氧体性能的一项基本要求,而矫顽力的理论值是判断一种材料矫顽力是否还有提升空间的依据,也是分析材料磁矩状态的重要参数。目前文献中计算六角永磁铁氧体材料矫顽力H_(c)的公式中,对系数0.48的得出过程一直语焉... 高矫顽力是对六角永磁铁氧体性能的一项基本要求,而矫顽力的理论值是判断一种材料矫顽力是否还有提升空间的依据,也是分析材料磁矩状态的重要参数。目前文献中计算六角永磁铁氧体材料矫顽力H_(c)的公式中,对系数0.48的得出过程一直语焉不详。通过对单畴颗粒体系中磁矩一致转动模型进行分析,并用拉格朗日插值法对原始数据进行了计算,明确了系数0.48的来由。 展开更多
关键词 单畴颗粒体系 磁矩一致转动 六角永磁铁氧体 矫顽力 拉格朗日插值法
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