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DENDRITIC SCALING LAWS: APPLICATION TO MICROSTRUCTURE PREDICTION

机译:树突尺度定律:在微结构预测中的应用

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Understanding the kinetics of dendritic growth is essential for controlling solidification processes and rnicrostructures, and for improving modeling at small scales. The Isothermal Dendritic Growth Experiments (IDGE) is a series of microgravity experiments designed to study dendrites in ultra-pure materials. Data resulting from these space-flight experiments reveal fundamental aspects of the solidification process: 1) thermal transport occurring at mesoscopic scales, 2) microstructural scaling laws, and 3) dynamic shapes of dendrites. It was found that once convection phenomena in the melt are suppressed adequately, diffusion-limited models become reliable. Scaling laws connecting microstructure length scales and growth rates are found to be robust, and nearly independent of the supercooling, convection state of the melt, and the properties of the melt. This allows applications of these theories to many metallic systems, including alloys. The author and Professor Kurz have collaborated on several of these interesting topics, and it is with considerable pleasure to recount some of this research in his honor.
机译:了解树突生长的动力学对于控制凝固过程和微结构以及改善小规模建模至关重要。等温树突生长实验(IDGE)是一系列微重力实验,旨在研究超纯材料中的树突。从这些太空飞行实验获得的数据揭示了凝固过程的基本方面:1)介观尺度下发生的热传递,2)微观结构尺度定律,以及3)树枝状晶体的动态形状。已经发现,一旦熔体中的对流现象得到充分抑制,扩散限制模型就变得可靠了。发现连接微观结构长度尺度和生长速率的缩放定律是鲁棒的,并且几乎独立于过冷,熔体的对流状态和熔体的性质。这允许将这些理论应用于许多金属系统,包括合金。作者和Kurz教授在其中几个有趣的主题上进行了合作,很荣幸以他的名义叙述其中的一些研究。

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