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理论研究

掺杂溶质晶界偏析和溶质拖拽效应对纳米氧化铝生长行为影响的相场法模拟

  • 石杰 ,
  • 唐赛 ,
  • 姚树伟 ,
  • 伍超众 ,
  • 马运柱 ,
  • 刘文胜
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  • 中南大学 轻质高强国家级重点实验室,长沙 410083

收稿日期: 2023-03-27

  修回日期: 2023-04-25

  网络出版日期: 2023-09-21

基金资助

国家自然科学基金资助项目(U20A20240)

Phase field simulation of the effect of doped solute grain boundary segregation and solute dragging on the growth behavior of nano-sized alumina

  • SHI Jie ,
  • TANG Sai ,
  • YAO Shuwei ,
  • WU Chaozhong ,
  • MA Yunzhu ,
  • LIU Wensheng
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  • National Key Laboratory of Science and Technology on High-strength Structural Materials, Central South University, Changsha 410083, China

Received date: 2023-03-27

  Revised date: 2023-04-25

  Online published: 2023-09-21

摘要

采用相场模拟结合烧结实验,研究溶质元素晶界偏析影响下的纳米氧化铝晶粒生长行为及其动力学规律。通过在氧化铝多晶晶粒生长的相场模型中引入溶质拖拽效应,并将溶质拖拽强度与晶内溶质原子浓度和原子平衡偏聚比联系起来,研究不同溶质原子在晶界上的平衡偏聚比和初始晶内溶质原子浓度时氧化铝晶粒的长大行为,并定量分析不同溶质拖拽强度下氧化铝晶粒的异常长大现象。通过比较晶粒的平均尺寸和形貌演变,证明相场模拟结果与实验中氧化镧掺杂的纳米氧化铝晶粒长大行为相吻合。结果表明:在极强溶质拖拽效应下,氧化铝晶粒的生长受到明显抑制,晶粒生长缓慢,而低溶质拖拽效应对氧化铝晶粒生长的抑制效果不明显。从模拟的微观组织演变结果上看,晶界偏析也有可能引发少数氧化铝晶粒的异常长大,特定晶粒在生长过程中可能克服溶质拖拽效应从而快速长大,造成材料性能的损失。

本文引用格式

石杰 , 唐赛 , 姚树伟 , 伍超众 , 马运柱 , 刘文胜 . 掺杂溶质晶界偏析和溶质拖拽效应对纳米氧化铝生长行为影响的相场法模拟[J]. 粉末冶金材料科学与工程, 2023 , 28(4) : 305 -314 . DOI: 10.19976/j.cnki.43-1448/TF.2023020

Abstract

Phase field simulations combined with sintering experiments were used to study the grain growth behavior and the kinetics of nano alumina under the influence of solute element grain boundary segregation. By introducing the solute dragging effect into the phase field model of alumina polycrystalline grain growth, and relating the solute dragging intensity to the intracrystalline solute atom concentration and atomic equilibrium bias ratio, under various solute atoms equilibrium bias ratios at grain boundaries and initial intracrystalline solute atom concentrations, the growth behavior of alumina grains were investigated, furthermore, the anomalous growth phenomenon of alumina grains with different solute dragging intensity was quantitatively analyzed. By comparing the average size and morphological evolution of the grains, the results of the phase field simulations are consistent with the experimental growth behavior of lanthanum oxide doped nano alumina grains. The results show that the growth of alumina grains is significantly inhibited by the very strong solute dragging effect, leading to a slow growth. While the low solute dragging effect has no significant inhibitory effect on grain growth. From the simulated microstructure evolution results, grain boundary segregation may also trigger the abnormal growth of a few alumina grains, and the specific grains may grow rapidly with overcoming the solute drag effect during the growing process, resulting in the loss of material properties.

参考文献

[1] 袁源. 耐高温陶瓷材料的研究现状[J]. 中国科技信息, 2007, 335(18): 104-106.
YUAN Yuan.Research status of high temperatures resistant ceramic materials[J]. China Science and Technology Information, 2007, 335(18): 104-106.
[2] 王涛平, 沈湘黔, 刘涛. 氧化物陶瓷纤维的制备及应用[J]. 矿冶工程, 2004, 24(1): 72-76.
WANG Taoping, SHEN Xiangqian, LIU Tao.Preparation and application of oxide ceramic fiber[J]. Mining and Metallurgical Engineering, 2004, 24(1): 72-76.
[3] 陈蓉, 才鸿年. 氧化铝长纤维的性能和应用[J]. 兵器材料科学与工程, 2001(4): 70-72.
CHEN Rong, CAI Hongnian.Performance and application of alumina fiber[J]. Ordnance Material Science and Engineering, 2001, 24(4): 70-72.
[4] GOLDSBY J C, YUN H M, MORSCHER G N, et al.Annealing effects on creep of polycrystalline alumina-based fibers[J]. Materials Science and Engineering A, 1998, 242(1): 278-283.
[5] PARK C W, YOON D Y.Effects of SiO2, CaO2, and MgO additions on the grain growth of alumina[J]. Journal of the American Ceramic Society, 2000, 83(10): 2605-2609.
[6] MANOR E.Grain growth inhibition in nanocrystalline alumina doped with chromia[J]. Nanostructured Materials, 1997, 8(3): 359-366.
[7] CAHOON H P, CHRISTENSEN C J.Sintering and grain growth of alpha-alumina[J]. Journal of the American Ceramic Society, 1956, 39(10): 337-344.
[8] WANNAPARHUN S, SEAL S, DESAI V.Surface chemistry of Nextel-720, alumina and Nextel-720/alumina ceramic matrix composite (CMC) using XPS-A tool for nano- spectroscopy[J]. Applied Surface Science, 2002, 185(3/4): 183-196.
[9] BOUCHET D, LARTIGUE-KORINEK S, MOLINS R, et al.Yttrium segregation and intergranular defects in alumina[J]. Philosophical Magazine, 2006, 86(10): 1401-1413.
[10] BEHERA S K.Kinetics of grain growth in La-doped ultrapure Al2O3[J]. Journal of Alloys and Compounds, 2016, 683: 444-449.
[11] CINIBULK M K.Effect of yttria and yttrium-aluminum garnet on densification and grain growth of alumina at 1 200 ℃-1 300 ℃[J]. Journal of the American Ceramic Society, 2004, 87(4): 692-695.
[12] VOYTOVYCH R, MACLAREN I, GÜLGÜN M, et al. The effect of yttrium on densification and grain growth in α-alumina[J]. Acta Materialia, 2002, 50(13): 3453-3463.
[13] NANNI P, STODDART C, HONDROS E.Grain boundary segregation and sintering in alumina[J]. Materials Chemistry, 1976, 1(4): 297-320.
[14] BERRY K A, HARMER M P.Effect of MgO solute on microstructure development in Al2O3[J]. Journal of the American Ceramic Society, 1986, 69(2): 143-149.
[15] 姚义俊, 丘泰, 焦宝祥, 等. Y2O3, La2O3, Sm2O3对氧化铝瓷烧结及力学性能的影响[J]. 中国稀土学报, 2005(2): 158-161.
YAO Yijun, QIU Tai, JIAO Baoxiang, et al.Effect of Y2O3, La2O3, Sm2O3 on sintering and mechanical properties of alumina porcelain[J]. Journal of Rare Earths, 2005(2): 158-161.
[16] LOUDJANI M, CORTES R.Study of the local environment around zirconium ions in polycrystalline α-alumina in relation with kinetics of grain growth and solute drag[J]. Journal of the European Ceramic Society, 2000, 20(10): 1483-1491.
[17] BAIK S, WHITE C L.Anisotropic calcium segregation to the surface of Al2O3[J]. Journal of the American Ceramic Society, 1987, 70(9): 682-688.
[18] BENNISON S J, HARMER M P.Effect of MgO solute on the kinetics of grain growth in A12O3[J]. Journal of the American Ceramic Society, 1983, 66(5): 90-92.
[19] KUNDIN J, ALMEIDA R S, SALAMA H, et al.Phase-field simulation of abnormal anisotropic grain growth in polycrystalline ceramic fibers[J]. Computational Materials Science, 2020, 185: 109926.
[20] KUNDIN J, FARHANDI H, GANESAN K P, et al.Phase-field modeling of grain growth in presence of grain boundary diffusion and segregation in ceramic matrix mini-composites[J]. Computational Materials Science, 2021, 190: 110295.
[21] 张鲁, 刘陆群, 唐赛, 等. 温度和晶粒尺寸及分布影响下的氧化铝纤维烧结晶粒长大的相场模拟[J]. 粉末冶金材料科学与工程, 2021, 26(4): 320-328.
ZHANG Lu, LIU Luqun, TANG Sai, et al.Phase field simulation of grain growth in alumina fiber sintering under the influences of temperature, grain size and distribution[J]. Materials Science and Engineering of Powder Metallurgy, 2021, 26(4): 320-328.
[22] GRÖNHAGEN K, ÅGREN J. Grain-boundary segregation and dynamic solute drag theory—a phase-field approach[J]. Acta Materialia, 2007, 55(3): 955-960.
[23] STEINBACH I, PEZZOLLA F, NESTLER B, et al.A phase field concept for multiphase systems[J]. Physica D: Nonlinear Phenomena, 1996, 94(3): 135-147.
[24] KIM S G, PARK Y B.Grain boundary segregation, solute drag and abnormal grain growth[J]. Acta Materialia, 2008, 56(15): 3739-3753.
[25] MCLEAN D.Grain Boundaries in Metals[M]. Oxford University Press, London, 1959.
[26] KENWAY P R.Calculated structures and energies of grain boundaries in α-Al2O3[J]. Journal of the American Ceramic Society, 1994, 77(2): 349-355.
[27] MANASSIDIS I, GILLAN M J.Structure and energetics of alumina surfaces calculated from first principles[J]. Journal of the American Ceramic Society, 1994, 77(2): 335-338.
[28] KNOCHE R, DINGWELL D B, WEBB S L.Melt densities for leucogranites and granitic pegmatites: partial molar volumes for SiO2, Al2O3, Na2O, K2O, Li2O, Rb2O, Cs2O, MgO, CaO, SrO, BaO, B2O3, P2O5, F2O-1, TiO2, Nb2O5, Ta2O5, and WO3[J]. Geochimica et Cosmochimica Acta, 1995, 59(22): 4645-4652.
[29] KIM S G, KIM W T, SUZUKI T.Phase-field model for binary alloys[J]. Physical Review E, 1999, 60(6): 7186.
[30] LI J, WANG J, YANG G.Phase field modeling of grain boundary migration with solute drag[J]. Acta Materialia, 2009, 57(7): 2108-2120.
[31] KIM S G, KIM D I, KIM W T, et al.Computer simulations of two-dimensional and three-dimensional ideal grain growth[J]. Physical Review E, 2006, 74(6): 061605.
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