PDF (4.9 MB)
Collect
Submit Manuscript
Research Article | Open Access

Temperature-dependent microstructural evolution in a compositionally complex solid electrolyte: The role of a grain boundary transition

Shu-Ting Ko1,2Chaojie Du3Huiming Guo3Hasti Vahidi3Jenna L. Wardini3Tom Lee3Yi Liu3Jingjing Yang1,2Francisco Guzman3Timothy J. Rupert3William J. Bowman3Shen J. Dillon3Xiaoqing Pan3,4,5()Jian Luo1,2()
Aiiso Yufeng Li Family Department of Chemical and Nano Engineering, University of California San Diego, La Jolla, California 92093, USA
Program in Materials Science and Engineering, University of California San Diego, La Jolla, California 92093, USA
Department of Materials Science and Engineering, University of California Irvine, Irvine, California 92697, USA
Department of Physics and Astronomy, University of California Irvine, Irvine, California 92697, USA
Irvine Materials Research Institute, University of California Irvine, Irvine, California 92697, USA
Show Author Information

Graphical Abstract

View original image Download original image

Abstract

Compositionally complex solid electrolyte (Li0.375Sr0.4375)(Ta0.375Nb0.375Zr0.125Hf0.125)O3 (LSTNZH) samples are synthesized using different sintering temperatures, durations, and cooling conditions (furnace cooling (FC) vs. air quenching (AQ)). The temperature-dependent grain growth has been examined to investigate the microstructural evolution and the origin of exaggerated (abnormal) grain growth. At moderate temperatures, the grain growth of LSTNZH follows a cubic root growth model with an Arrhenius temperature dependence. With increasing temperature, bimodal microstructures develop, and the Arrhenius temperature dependence breaks down. Notably, increasing the temperature induces increased Nb segregation at general grain boundaries (GBs), in contrast to classical GB segregation models but suggesting premelting-like GB disordering, which can explain the observed abnormal grain growth (AGG). In addition, the large grains become faceted with increasing temperature, which occurs concurrently with the temperature-induced transitions in GB segregation and grain growth, thereby further supporting the occurrence of a GB phase-like (complexion) transition. The impacts on the densification, ionic conductivity, and hardness are also examined. This work provides a new insight into the fundamental understanding of the grain growth mechanisms of the emergent class of medium- and high-entropy compositionally complex ceramics (CCCs), which is essential for tailoring microstructures and material properties.

Electronic Supplementary Material

Download File(s)
JAC1047_ESM.pdf (5.6 MB)

References

[1]

Goodenough JB, Park KS. The Li-ion rechargeable battery: A perspective. J Am Chem Soc 2013, 135: 1167–1176.

[2]

Goodenough JB, Singh P. Review—Solid electrolytes in rechargeable electrochemical cells. J Electrochem Soc 2015, 162: A2387–A2392.

[3]

Wang C, Fu K, Kammampata SP, et al. Garnet-type solid-state electrolytes: Materials, interfaces, and batteries. Chem Rev 2020, 120: 4257–4300.

[4]

Zhang LX, Liu YM, You Y, et al. NASICONs-type solid-state electrolytes: The history, physicochemical properties, and challenges. Interdiscip Mater 2023, 2: 91–110.

[5]

Goodenough JB, Hong HY, Kafalas JA. Fast Na+-ion transport in skeleton structures. Mater Res Bull 1976, 11: 203–220.

[6]

Stramare S, Thangadurai V, Weppner W. Lithium lanthanum titanates: A review. Chem Mater 2003, 15: 3974–3990.

[7]

Zhang ZZ, Shao YJ, Lotsch B, et al. New horizons for inorganic Solid State Ionics conductors. Energy Environ Sci 2018, 11: 1945–1976.

[8]

Ni JE, Case ED, Sakamoto JS, et al. Room temperature elastic moduli and Vickers hardness of hot-pressed LLZO cubic garnet. J Mater Sci 2012, 47: 7978–7985.

[9]

Ke XY, Wang Y, Ren GF, et al. Towards rational mechanical design of inorganic solid electrolytes for all-solid-state lithium ion batteries. Energy Storage Mater 2020, 26: 313–324.

[10]

Cooper C, Sutorik AC, Wright J, et al. Mechanical properties of hot isostatically pressed Li0.35La0.55TiO3. Adv Eng Mater 2014, 16: 755–759.

[11]

Cho YH, Wolfenstine J, Rangasamy E, et al. Mechanical properties of the solid Li-ion conducting electrolyte: Li0.33La0.57TiO3. J Mater Sci 2012, 47: 5970–5977.

[12]

Mei A, Jiang QH, Lin YH, et al. Lithium lanthanum titanium oxide solid-state electrolyte by spark plasma sintering. J Alloys Compd 2009, 486: 871–875.

[13]

Kammampata SP, Basappa RH, Ito T, et al. Microstructural and electrochemical properties of alkaline earth metal-doped Li garnet-type solid electrolytes prepared by solid-state sintering and spark plasma sintering methods. ACS Appl Energy Mater 2019, 2: 1765–1773.

[14]

Xue JL, Zhang KB, Chen DM, et al. Spark plasma sintering plus heat-treatment of Ta-doped Li7La3Zr2O12 solid electrolyte and its ionic conductivity. Mater Res Express 2020, 7: 025518.

[15]

Dussart T, Rividi N, Fialin M, et al. Critical current density limitation of LLZO solid electrolyte: Microstructure vs interface. J Electrochem Soc 2021, 168: 120550.

[16]

Song X, Zhang TH, Christopher TD, et al. Achieving enhanced densification and superior ionic conductivity of garnet electrolytes via a co-doping strategy coupled with pressureless sintering. J Eur Ceram Soc 2022, 42: 5023–5028.

[17]

Zhang TH, Christopher TD, Huang SF, et al. Pressureless sintering of Al-free Ta-doped lithium garnets Li7− x La3Zr2− x Ta x O12 and the degradation mechanism in humid air. Ceram Int 2019, 45: 20954–20960.

[18]

Zhang TH, Christopher TD, Huang SF, et al. Electrochemical properties of Li6+ y La3− y Ba y NbZrO12 lithium garnet oxide solid-state electrolytes with co-doping barium and zirconium. J Alloys Compd 2021, 862: 158600.

[19]

Wright AJ, Luo J. A step forward from high-entropy ceramics to compositionally complex ceramics: A new perspective. J Mater Sci 2020, 55: 9812–9827.

[20]

Xiang HM, Xing Y, Dai FZ, et al. High-entropy ceramics: Present status, challenges, and a look forward. J Adv Ceram 2021, 10: 385–441

[21]

Jiang SC, Hu T, Gild J, et al. A new class of high-entropy perovskite oxides. Scripta Mater 2018, 142: 116–120.

[22]

Rost CM, Sachet E, Borman T, et al. Entropy-stabilized oxides. Nat Commun 2015, 6: 8485.

[23]

Gild J, Samiee M, Braun JL, et al. High-entropy fluorite oxides. J Eur Ceram Soc 2018, 38: 3578–3584.

[24]

Li F, Zhou L, Liu JX, et al. High-entropy pyrochlores with low thermal conductivity for thermal barrier coating materials. J Adv Ceram 2019, 8: 576–582.

[25]

Gild J, Zhang YY, Harrington T, et al. High-entropy metal diborides: A new class of high-entropy materials and a new type of ultrahigh temperature ceramics. Sci Rep 2016, 6: 37946.

[26]

Qin MD, Yan QZ, Wang HR, et al. High-entropy monoborides: Towards superhard materials. Scripta Mater 2020, 189: 101–105.

[27]

Qin MD, Yan QZ, Liu Y, et al. A new class of high-entropy M3B4 borides. J Adv Ceram 2021, 10: 166–172.

[28]

Qin MD, Yan QZ, Wang HR, et al. High-entropy rare earth tetraborides. J Eur Ceram Soc 2021, 41: 2968–2973.

[29]

Gild J, Braun J, Kaufmann K, et al. A high-entropy silicide: (Mo0.2Nb0.2Ta0.2Ti0.2W0.2)Si2. J Materiomics 2019, 5: 337–343.

[30]

Qin Y, Liu JX, Li F, et al. A high entropy silicide by reactive spark plasma sintering. J Adv Ceram 2019, 8: 148–152.

[31]

Shivakumar S, Qin MD, Zhang DW, et al. A new type of compositionally complex M5Si3 silicides: Cation ordering and unexpected phase stability. Scripta Mater 2022, 212: 114557.

[32]

Wright AJ, Wang QY, Huang CY, et al. From high-entropy ceramics to compositionally-complex ceramics: A case study of fluorite oxides. J Eur Ceram Soc 2020, 40: 2120–2129.

[33]

Ko ST, Lee T, Qi J, et al. Compositionally complex perovskite oxides: Discovering a new class of solid electrolytes with interface-enabled conductivity improvements. Matter 2023, 6: 2395–2418.

[34]

Wang K, Chen L, Xu CG, et al. Microstructure and mechanical properties of (TiZrNbTaMo)C high-entropy ceramic. J Mater Sci Technol 2020, 39: 99–105.

[35]
Zhao ZF, Xiang HM, Dai FZ, et al. (La0.2Ce0.2Nd0.2Sm0.2Eu0.2)2Zr2O7: A novel high-entropy ceramic with low thermal conductivity and sluggish grain growth rate. J Mater Sci Technol 2019, 35 : 2647–2651.
[36]

Cheng YY, Zhou L, Liu JX, et al. Grain growth inhibition by sluggish diffusion and Zener pinning in high-entropy diboride ceramics. J Am Ceram Soc 2023, 106: 4997–5004.

[37]

Li C, Meng B, Fan SN, et al. Rare-earth-tantalate high-entropy ceramics with sluggish grain growth and low thermal conductivity. Ceram Int 2022, 48: 11124–11133.

[38]

Ma XH, Wu JY, Meng LY, et al. Grain growth behavior and properties of high-entropy pseudobrookite (Mg, Co, Ni, Zn)Ti2O5 ceramics. J Adv Ceram 2024, 13: 757–768.

[39]

Ko ST, Lee T, Venegas JA, et al. Investigating the composition–microstructure–property relationship in two dimensions in a new class of compositionally complex solid electrolytes. J Eur Ceram Soc 2025, 45: 117126.

[40]

Shih SJ, Lozano-Perez S, Cockayne DJH. Investigation of grain boundaries for abnormal grain growth in polycrystalline SrTiO3. J Mater Res 2010, 25: 260–265.

[41]

Lee BK, Chung SY, Kang SL. Grain boundary faceting and abnormal grain growth in BaTiO3. Acta Mater 2000, 48: 1575–1580.

[42]

Thong HC, Xu Z, Zhao CL, et al. Abnormal grain growth in (K,Na)NbO3-based lead-free piezoceramic powders. J Am Ceram Soc 2019, 102: 836–844.

[43]

Rheinheimer W, Hoffmann MJ. Grain growth transitions of perovskite ceramics and their relationship to abnormal grain growth and bimodal microstructures. J Mater Sci 2016, 51: 1756–1765.

[44]

Borštnar P, Žuntar J, Spreitzer M, et al. Exaggerated grain growth and the development of coarse-grained microstructures in lithium lanthanum titanate perovskite ceramics. J Eur Ceram Soc 2023, 43: 1017–1027.

[45]

Borštnar P, Dražić G, Šala M, et al. Transient ruddlesden-popper-type defects and their influence on grain growth and properties of lithium lanthanum titanate solid electrolyte. ACS Nano 2024, 18: 10850–10862.

[46]

de Oliveira RB, Andreeta MRB, de Souza DMPF, et al. Innovative design for the enhancement of lithium lanthanum titanate electrolytes. Cryst Growth Des 2019, 19: 4897–4901.

[47]

Najafkhani F, Kheiri S, Pourbahari B, et al. Recent advances in the kinetics of normal/abnormal grain growth: A review. Arch Civ Mech Eng 2021, 21: 29.

[48]

Benson WE, Wert JA. The effect of initial grain size distribution on abnormal grain growth in single-phase materials. Acta Mater 1998, 46: 5323–5333.

[49]

Hillert M. On the theory of normal and abnormal grain growth. Acta Metall Mater 1965, 13: 227–238.

[50]

Novikov VY. Microstructure evolution during grain growth in materials with disperse particles. Mater Lett 2012, 68: 413–415.

[51]

Drolet JP, Galibois A. The impurity-drag effect on grain growth. Acta Metall Mater 1968, 16: 1387–1399.

[52]

Fan D, Chen SP, Chen LQ. Computer simulation of grain growth kinetics with solute drag. J Mater Res 1999, 14: 1113–1123.

[53]

Bhuiyan MN, Frame LD, Mushongera LT. Interfacial interactions in particle-induced abnormal grain growth. Adv Eng Mater 2023, 25: 2300178.

[54]

Razzak MA, Perez M, Sourmail T, et al. A simple model for abnormal grain growth. ISIJ Int 2012, 52: 2278–2282.

[55]

Rollett AD, Srolovitz DJ, Anderson MP. Simulation and theory of abnormal grain growth—Anisotropic grain boundary energies and mobilities. Acta Metall Mater 1989, 37: 1227–1240.

[56]

Krill CE, Holm EA, Dake JM, et al. Extreme abnormal grain growth: Connecting mechanisms to microstructural outcomes. Annu Rev Mater Res 2023, 53: 319–345.

[57]

Cantwell PR, Tang M, Dillon SJ, et al. Grain boundary complexions. Acta Mater 2014, 62: 1–48.

[58]

Harmer MP. Interfacial kinetic engineering: How far have we come since kingery’s inaugural sosman address. J Am Ceram Soc 2010, 93: 301–317.

[59]

Dillon SJ, Harmer MP. Multiple grain boundary transitions in ceramics: A case study of alumina. Acta Mater 2007, 55: 5247–5254.

[60]

Dillon SJ, Tang M, Carter WC, et al. Complexion: A new concept for kinetic engineering in materials science. Acta Mater 2007, 55: 6208–6218.

[61]

Dillon SJ, Harmer MP. Demystifying the role of sintering additives with “complexion”. J Eur Ceram Soc 2008, 28: 1485–1493.

[62]

Rheinheimer W, Bäurer M, Hoffmann MJ. A reversible wetting transition in strontium titanate and its influence on grain growth and the grain boundary mobility. Acta Mater 2015, 101: 80–89.

[63]

Tian Y, Zhou Y, Liu Y, et al. Formation mechanism of sol–gel synthesized Li7−3 x Al x La3Zr2O12 and the influence of abnormal grain growth on ionic conductivity. Solid State Ionics 2020, 354: 115407.

[64]

Choi H, Han Y. Effect of abnormal grain growth on ionic conductivity in LATP. J Powder Mater 2024, 31: 23–29.

[65]

Zeng XM, Martinolich AJ, See KA, et al. Dense garnet-type electrolyte with coarse grains for improved air stability and ionic conductivity. J Energy Storage 2020, 27: 101128.

[66]

Chen CH, Xie S, Sperling E, et al. Stable lithium-ion conducting perovskite lithium–strontium–tantalum–zirconium–oxide system. Solid State Ionics 2004, 167: 263–272.

[67]

Huang B, Xu B, Li Y, et al. Li-ion conduction and stability of perovskite Li3/8Sr7/16Hf1/4Ta3/4O3. ACS Appl Mater Inter 2016, 8: 14552–14557.

[68]
Information on https://www.iso.org/standard/74309.html.
[69]

Rheinheimer W, Schoof E, Selzer M, et al. Non-Arrhenius grain growth in strontium titanate: Quantification of bimodal grain growth. Acta Mater 2019, 174: 105–115.

[70]

Bachmann F, Hielscher R, Schaeben H. Texture analysis with MTEX—Free and open source software toolbox. Sol St Phen 2010, 160: 63–68.

[71]

Timoshevskii AN, Ktalkherman MG, Emel’kin VA, et al. High-temperature decomposition of lithium carbonate at atmospheric pressure. High Temp 2008, 46: 414–421.

[72]
Sezer R, Yilmaz E, Ertürk S, et al. Calcination of strontium carbonate in rotary kiln furnace. In: 10th International Symposium on High-Temperature Metallurgical Processing. Swiss (Cham): Springer, 2019: 591–597.
[73]
Dillon SJ, Harmer MP. Diffusion controlled abnormal grain growth in ceramics. Mater Sci Forum 2007, 558–559 : 1227–1236.
[74]

Cox EP. A method of assigning numerical and percentage values to the degree of roundness of sand grains. J Paleontol 1927, 1: 179–183.

[75]

Lee SB, Yoon DY, Hwang NM, et al. Grain boundary faceting and abnormal grain growth in nickel. Metall Mater Trans A 2000, 31: 985–994.

[76]

Zener C. Theory of strain interaction of solute atoms. Phys Rev 1948, 74: 639–647.

[77]

Fleig J, Maier J. The impedance of ceramics with highly resistive grain boundaries: Validity and limits of the brick layer model. J Eur Ceram Soc 1999, 19: 693–696.

[78]

Abrantes JCC, Labrincha JA, Frade JR. Applicability of the brick layer model to describe the grain boundary properties of strontium titanate ceramics. J Eur Ceram Soc 2000, 20: 1603–1609.

[79]

Lee HY, Freer R. The mechanism of abnormal grain growth in Sr0.6Ba0.4Nb2O6 ceramics. J Appl Phys 1997, 81: 376–382.

[80]

Köferstein R, Ebbinghaus SG. Effect of sintering additives on the densification and dielectric properties of Sr0.5Ba0.5Nb2O6 ceramics synthesized by a soft-chemistry method. J Solid State Chem 2022, 316: 123564.

[81]

Lee HY, Freer R. Abnormal grain growth and liquid-phase sintering in Sr0.6Ba0.4Nb2O6 (SBN40) ceramics. J Mater Sci 1998, 33: 1703–1708.

[82]
Kang S-JL. Sintering: Densification, Grain Growth and Microstructure. Oxford (UK): Elsevier, 2004.
[83]

Shirdel M, Mirzadeh H, Parsa MH. Abnormal grain growth in AISI 304L stainless steel. Mater Charact 2014, 97: 11–17.

[84]
German, RM. Thermodynamic and kinetic treatments. In: Sintering: From Empirical Observations to Scientific Principles. Elsevier, 2014: 183–226.
[85]
Information on https://www.mathworks.com/matlabcentral/fileexchange/84933-bimodality-coefficient-calculation-with-matlab.
[86]

Bhattacharya A, Shen YF, Hefferan CM, et al. Grain boundary velocity and curvature are not correlated in Ni polycrystals. Science 2021, 374: 189–193.

[87]

Saylor DM, El Dasher B, Sano T, et al. Distribution of grain boundaries in SrTiO3 as a function of five macroscopic parameters. J Am Ceram Soc 2004, 87: 670–676.

[88]

Larsen RJ, Adams BL. New stereology for the recovery of grain-boundary plane distributions in the crystal frame. Metall Mater Trans A 2004, 35: 1991–1998.

[89]
Morawiec, A. Symmetries of grain boundary distributions. In: Proceedings of the Third International Conference on Grain Growth, Warrendale, USA, 1998.
[90]
Sutton AP, Balluffi RW. Interfaces in Crystalline Materials. New York (USA): Oxford University Press, 1997.
[91]

Pospiech J, Sztwiertnia K, Haessner F. The misorientation distribution function. Texture Stress Microstruct 1986, 6: 201–215.

[92]

Adams BL. Description of the intercrystalline structure distribution in polycrystalline materials. Metall Trans A 1986, 17: 2199–2207.

[93]

Krakow R, Bennett RJ, Johnstone DN, et al. On three-dimensional misorientation spaces. P Roy Soc A-Math Phy 2017, 473: 20170274.

[94]

MacKenzie JK. Second paper on statistics associated with the random disorientation of cubes. Biometrika 1958, 45: 229–240.

[95]

Rheinheimer W, Bäurer M, Chien H, et al. The equilibrium crystal shape of strontium titanate and its relationship to the grain boundary plane distribution. Acta Mater 2015, 82: 32–40.

[96]

Rohrer GS. The role of grain boundary energy in grain boundary complexion transitions. Curr Opin Solid State Mater Sci 2016, 20: 231–239.

[97]

Rohrer GS. Measuring and interpreting the structure of grain-boundary networks. J Am Ceram Soc 2011, 94: 633–646.

[98]

Pang Y, Wynblatt P. Effects of Nb doping and segregation on the grain boundary plane distribution in TiO2. J Am Ceram Soc 2006, 89: 666–671.

[99]
Wolf, D. Structure and energy of grain boundaries. In: Handbook of Materials Modeling. Yip S, Ed. Dordrecht: Springer Netherlands, 2005, 1953–1983.
[100]

Faryna M, Głowiński K, Chulist R, et al. Influence of sintering conditions on anisotropy of grain boundary networks and microstructure topology in yttria-stabilized zirconia. Metall Mater Trans A 2023, 54: 4372–4386.

[101]

Dillon SJ, Harmer MP, Rohrer GS. The relative energies of normally and abnormally growing grain boundaries in alumina displaying different complexions. J Am Ceram Soc 2010, 93: 1796–1802.

[102]

Papillon F, Rohrer GS, Wynblatt P. Effect of segregating impurities on the grain-boundary character distribution of magnesium oxide. J Am Ceram Soc 2009, 92: 3044–3051.

[103]

Dillon SJ, Miller H, Harmer MP, et al. Grain boundary plane distributions in aluminas evolving by normal and abnormal grain growth and displaying different complexions. Int J Mater Res 2010, 101: 50–56.

[104]
Gibbs JW., The Collected Works of J. Willard Gibbs: Thermodynamics (Vol. 1). New York: Longmans, Green and Company, 1928.
[105]

Langmuir I. The adsorption of gases on plane surfaces of glass, mica and platinum. J Am Chem Soc 1918, 40: 1361–1403.

[106]

McLean D, Maradudin A. Grain boundaries in metals. Phys Today 1958, 11: 35–36.

[107]

Cannon RM, Rühle M, Hoffmann MJ, et al. Adsorption and wetting mechanisms at ceramic grain boundaries. Ceram Trans 2000, 118: 427–444.

[108]

Tang M, Carter WC, Cannon RM. Grain boundary transitions in binary alloys. Phys Rev Lett 2006, 97: 075502.

[109]

Luo J. Stabilization of nanoscale quasi-liquid interfacial films in inorganic materials: A review and critical assessment. Crit Rev Solid State 2007, 32: 67–109.

[110]

Luo J. Grain boundary segregation models for high-entropy alloys: Theoretical formulation and application to elucidate high-entropy grain boundaries. J Appl Phys 2024, 135: 165303.

[111]

Luo J. Distinct interfacial structures between grains. Science 2024, 386: 381–382.

[112]

Kelly MN, Bojarski SA, Rohrer GS. The temperature dependence of the relative grain-boundary energy of yttria-doped alumina. J Am Ceram Soc 2017, 100: 783–791.

[113]

Luo J, Wang HF, Chiang YM. Origin of solid-state activated sintering in Bi2O3-doped ZnO. J Am Ceram Soc 1999, 82: 916–920.

[114]

Nie JY, Chan JM, Qin MD, et al. Liquid-like grain boundary complexion and sub-eutectic activated sintering in CuO-doped TiO2. Acta Mater 2017, 130: 329–338.

[115]

Gupta VK, Yoon DH, Meyer HM, et al. Thin intergranular films and solid-state activated sintering in nickel-doped tungsten. Acta Mater 2007, 55: 3131–3142.

[116]

Luo J. Computing grain boundary “phase” diagrams. Interdiscip Mater 2023, 2: 137–160.

[117]

Luo J. Developing interfacial phase diagrams for applications in activated sintering and beyond: Current status and future directions. J Am Ceram Soc 2012, 95: 2358–2371.

[118]

Luo J, Shi XM. Grain boundary disordering in binary alloys. Appl Phys Lett 2008, 92: 101901.

[119]

Luo J. Liquid-like interface complexion: From activated sintering to grain boundary diagrams. Curr Opin Solid State Mater Sci 2008, 12: 81–88.

[120]

Shivakumar S, Song KQ, Wang CY, et al. Discovery of Ni activated sintering of MoNbTaW predicted by a computed grain boundary diagram. Scripta Mater 2024, 239: 115777.

[121]

Straumal BB, Mazilkin AA, Baretzky B. Grain boundary complexions and pseudopartial wetting. Curr Opin Solid St M 2016, 20: 247–256.

[122]

Luo T, Kuo JJ, Griffith KJ, et al. Nb-mediated grain growth and grain-boundary engineering in Mg3Sb2-based thermoelectric materials. Adv Funct Mater 2021, 31: 2100258.

[123]

Zhou L, Liu JX, Tu TZ, et al. Fast grain growth phenomenon in high-entropy ceramics: A case study in rare-earth hexaaluminates. J Adv Ceram 2023, 12: 111–121.

[124]

Dillon SJ, Harmer MP, Rohrer GS. Influence of interface energies on solute partitioning mechanisms in doped aluminas. Acta Mater 2010, 58: 5097–5108.

[125]

Goins PE, Frazier WE. A model of grain boundary complexion transitions and grain growth in Yttria-doped alumina. Acta Mater 2020, 188: 79–91.

[126]

Pang Y, Wynblatt P. Correlation between grain-boundary segregation and grain-boundary plane orientation in Nb-doped TiO2. J Am Ceram Soc 2005, 88: 2286–2291.

[127]

Tomiyama N, Yasuhara S, Tsurumi T, et al. Conductivity of Li-ion with a corundum-related structure in a LiNbO3–Al2O3 system. J Ceram Soc Jpn 2022, 130: 448–451.

[128]

Musil J, Kunc F, Zeman H, et al. Relationships between hardness, Young’s modulus and elastic recovery in hard nanocomposite coatings. Surf Coat Tech 2002, 154: 304–313.

[129]

Sharafi A, Haslam CG, Kerns RD, et al. Controlling and correlating the effect of grain size with the mechanical and electrochemical properties of Li7La3Zr2O12 solid-state electrolyte. J Mater Chem A 2017, 5: 21491–21504.

[130]

Hansen N. Hall–Petch relation and boundary strengthening. Scripta Mater 2004, 51: 801–806.

[131]

Kambale KR, Mahajan A, Butee SP. Effect of grain size on the properties of ceramics. Met Powder Rep 2019, 74: 130–136.

[132]

Nakamura R, Masuda H, Yoshida H. Nanoindentation responses near single grain boundaries in oxide ceramics. J Am Ceram Soc 2023, 106: 2061–2072.

[133]

Kim Y, Jo H, Allen JL, et al. The effect of relative density on the mechanical properties of hot-pressed cubic Li7La3Zr2O12. J Am Ceram Soc 2016, 99: 1367–1374.

Journal of Advanced Ceramics
Article number: 9221047
Cite this article:
Ko S-T, Du C, Guo H, et al. Temperature-dependent microstructural evolution in a compositionally complex solid electrolyte: The role of a grain boundary transition. Journal of Advanced Ceramics, 2025, 14(3): 9221047. https://doi.org/10.26599/JAC.2025.9221047
Metrics & Citations  
Article History
Copyright
Rights and Permissions
Return