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An Analytical Model for Irregular Eutectic Growth

机译:不规则共晶生长的分析模型

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In this paper a modification of the present theory of irregular eutectic growth is proposed. The proposed analytical model relaxes the assumption of an isothermal interface and accounts for density differences between the liquid and solid phases. Validation of this model is presented against experimental lamellar spacing and undercooling measurements available in the literature for both regular and irregular eutectics. Based on the proposed model two separate mechanisms are identified as spacing selection criterion in the irregular Al-Si eutectic system. First, the minimum spacing selection in Al-Si is dictated by the condition of an isothermal interface, that is the spacing at which the undercoolings of the two phases a and β are identical. However, the proposed theory predicts a unique value for minimum spacing, without invoking the extremum condition, as opposed to the classical Jackson and Hunt approach. Second, it will be shown that the average spacing selected by irregular eutectic systems is dictated by the minimum undercooling of the faceted phase.
机译:本文提出了本发明的不规则共晶生长理论的修改。所提出的分析模型放松了等温界面的假设,并考虑了液体和固相之间的密度差异。验证该模型的验证是针对实验性层间距和过冷测量的,用于常规和不规则的共肠。基于所提出的模型,两个单独的机制被识别为不规则Al-Si共晶系统中的间隔选择标准。首先,通过等温界面的条件决定Al-Si的最小间隔选择,即两个相a和β的下水是相同的间距。然而,所提出的理论预测最小间距的独特价值,而不调用极值条件,而不是经典的杰克逊和狩猎方法。其次,将表明,由不规则共晶体系选择的平均间距由刻面相的最小过冷决定。

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