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The Ni-Ni3Al phase diagram: thermodynamic modelling and the requirements of coherent equilibrium

机译:Ni-Ni3Al相图:热力学模型和相干平衡的要求

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The Ni-rich portion of the Ni-Al phase diagram is examined in light of data on coherent equilibrium between the gamma (Ni-Al solid solution) and gamma' (Ni3Al) phases, as well as on the thermodynamic requirements of coherent equilibrium. The model of Ardell and Maheshwari was used to calculate the difference between the incoherent and coherent solubility limits over the temperature range of 400-800 degrees C. New data on the elastic constants of Ni3Al as a function of temperature and composition, as well as the Gibbs free energy functions of the most recent thermodynamic model of the Ni-Al alloy system, were used in the calculations. With these input parameters the predicted differences between the incoherent and coherent solubility limits are very small, and inconsistent with recent experimental data on the variation of the coherent solubility with the gamma' volume fraction. The inconsistency is a consequence of the large curvature of the Gibbs free energy function for the gamma phase obtained from the thermodynamic model. These findings are discussed in the context of the accuracy of thermodynamic modelling of phase diagrams. [References: 33]
机译:根据有关γ(Ni-Al固溶体)和γ'(Ni3Al)相之间的相干平衡的数据以及相干平衡的热力学要求,检查了Ni-Al相图的富Ni部分。使用Ardell和Maheshwari模型来计算在400-800摄氏度的温度范围内非相干和相干溶解度极限之间的差异。Ni3Al弹性常数随温度和成分的函数以及计算中使用了Ni-Al合金系统最新热力学模型的吉布斯自由能函数。使用这些输入参数,非相干和相干溶解度极限之间的预测差异非常小,并且与最近的实验数据不一致,即相干溶解度随伽马体积分数的变化。不一致是由于从热力学模型获得的伽马相的吉布斯自由能函数的曲率大的结果。这些发现将在相图热力学建模的准确性的背景下进行讨论。 [参考:33]

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