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Kinetics of cubic-to-tetragonal transformation in Ni-V-X alloys

机译:Ni-V-X合金中立方到四方相变的动力学

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摘要

Computer simulations based on the Khachaturyan's Onsager diffusion equation have been performed to model microstructure evolution during the cubic-to-tetragonal transformation in Ni-based alloys. A 2D model was employed. The fcc-DO22 ordering has been studied as a model case of this type of transformation. Particular emphasis is placed on the formation mechanism of DO22 monovariant structures. Computer simulations demonstrate that strain-induced interactions between coherent DO22 precipitates lead to the formation of intermediate two-variant chessboard-like structures, which are found to be unstable and coalesce into subsequent single-variant maze structures. It is shown that the stability of the chessboard-like structures is very sensitive to lattice misfits. These simulation results are in good agreement with TEM observations.
机译:已经进行了基于Khachaturyan的Onsager扩散方程的计算机模拟,以对Ni基合金的立方到四方转变过程中的微观结构演化进行建模。使用2D模型。已经研究了fcc-DO 22 排序作为这种类型的转换的模型实例。特别强调了DO 22 单变量结构的形成机理。计算机模拟表明,应变诱导的相干DO 22 析出物之间的相互作用导致中间的两变量棋盘状结构的形成,该结构不稳定并合并为后续的单变量迷宫结构。结果表明,棋盘状结构的稳定性对晶格失配非常敏感。这些模拟结果与TEM观测结果非常吻合。

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