熔融 Ni-Ti-N 合金中氮溶解度和 TiN 形成的热力学研究

Xu-Ze Li, Hao Feng, Hua-Bing Li, Shu-Cai Zhang, Hong-Chun Zhu, Shou-Xing Yang, Jong-Jin Pak, Zhou-Hua Jiang
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摘要

在 1773 K 至 1873 K 的温度范围内,使用常压氮气下的熔融气和熔融气-氮化物平衡研究了熔融镍中的氮溶解度和 TiN 形成。氮溶解度随熔融镍中钛含量的增加而增加。当熔融镍中的钛和氮达到临界含量时,就会形成 TiN。形成 TiN 的临界钛和氮含量随着熔体温度的升高而显著增加。实验结果的热力学分析以瓦格纳相互作用参数的形式进行。得到熔融镍中氮溶解反应的标准吉布斯自由能变化为:(\Delta G_{{text{N}}^{0} = 53803 + 27.76T{{text{ (J/mol)}} )。根据对熔融 Ni-Ti-N 合金中氮溶解度的研究,N 和 Ti 之间相互作用参数的温度依赖性可表示为:\(e_{{text/{N}}^{{text/{Ti}}}} = - 800/T + 0.25\) 和 \(e_{{text/{Ti}}}}^{{text/{N}} = - 2728/T + 0.85\)。根据熔融 Ni-Ti-N 合金中 TiN 形成的热力学研究,TiN 形成的标准吉布斯自由能变化为(△ G_{{text\{TiN}}}}^{0} = - 203553 + 65.29T \, ({\text{J/mol}})),Ti 与自身的相互作用参数为:(e_{{text{Ti}}}}^{{text{Ti}}}} = 0.046 \, (1773{text{ to }}1873{text{K}})。
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Thermodynamic Study on Nitrogen Solubility and TiN Formation in Molten Ni-Ti-N Alloys

In the temperature range of 1773 K to 1873 K, nitrogen solubility and TiN formation in molten nickel were studied using melt-gas and melt-gas-nitride equilibrium at atmospheric nitrogen pressure. The nitrogen solubility increased with the increase of Ti content in molten nickel. TiN was formed when titanium and nitrogen in molten nickel reach critical contents. The critical titanium and nitrogen contents for TiN formation were significantly increased with the increase of melt temperature. Thermodynamic analysis of the experimental results was carried out in the form of Wagner interaction parameter. The standard Gibbs free energy change of nitrogen dissolution reaction in molten nickel was obtained as \(\Delta G_{{\text{N}}}^{0} = 53803 + 27.76T{\text{ (J/mol)}}\). Based on the study of nitrogen solubility in molten Ni-Ti-N alloys, the temperature dependence of interaction parameters between N and Ti can be expressed as \(e_{{\text{N}}}^{{{\text{Ti}}}} = - 800/T + 0.25\) and \(e_{{{\text{Ti}}}}^{{\text{N}}} = - 2728/T + 0.85\). According to the thermodynamic study of TiN formation in molten Ni-Ti-N alloys, the standard Gibbs free energy change of TiN formation was \(\Delta G_{{{\text{TiN}}}}^{0} = - 203553 + 65.29T \, ({\text{J/mol}})\), and the interaction parameter of Ti on itself was obtained as \(e_{{{\text{Ti}}}}^{{{\text{Ti}}}} = 0.046 \, (1773{\text{ to }}1873{\text{ K}})\).

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