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首页> 外文期刊>Journal of Materials Science >Three-dimensional phase-field simulation of microstructural evolution in three-phase materials with different interfacial energies and different diffusivities
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Three-dimensional phase-field simulation of microstructural evolution in three-phase materials with different interfacial energies and different diffusivities

机译:不同界面能量和不同扩散性三相材料微观结构演化的三维相位仿真

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摘要

The coarsening behavior of three-phase materials, such as eutectic alloys, is of high technological interest. In this study, 3D ternary three-phase polycrystalline materials were modeled to study the effect of bulk diffusion and phase arrangement on the coarsening kinetics. The diffusion mobilities were defined to be different in the three phases. By varying the phase boundary and grain boundary energies, microstructures with different phase arrangements were obtained, in which the different types of grains had a tendency to alternate or cluster. In all cases, a regime was reached where the average grain size follows a power growth law with growth exponent , indicating bulk diffusion-controlled coarsening. The overall growth rate and that of the individual phases were clearly affected by the phase arrangement, the magnitude of the phase boundary energy and the diffusion mobilities of the different phases. In all cases, the phase with the lowest diffusion mobility showed the highest growth rate and on average a larger number of grain faces. While the average number of grain faces became constant in time in systems with constant grain boundary energy, the average number of grain faces continued to increase during the whole simulation time when the grain boundary energy was misorientation dependent.
机译:三相材料(例如共晶合金)的粗化行为具有很高的技术兴趣。在该研究中,建模3D三核三相多晶材料以研究散装扩散和相位布置对粗化动力学的影响。扩散迁移率被定义为三个阶段不同。通过改变相位边界和晶界能量,获得具有不同相排列的微观结构,其中不同类型的晶粒具有交替或簇的趋势。在所有情况下,达到了一个政权,其中平均粒度遵循具有生长指数的动力生长法,表明散装扩散控制的粗化。通过相位排列,相位边界能量的大小和不同阶段的扩散迁移性的整体生长速率和各个阶段的整体增长率和各个阶段的影响。在所有情况下,具有最低扩散迁移率的相位显示出最高的生长速率和平均较大的晶粒面。虽然在具有恒定晶界能量的系统中,谷物面的平均数量变得恒定,但是在晶粒边界能量依赖的晶粒边界能量的整个模拟时间内,谷物面的平均数持续增加。

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