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耐火材料是一种典型的多相非均质材料,在成型或烧成等工艺过程中不可避免地形成裂纹、气孔等缺陷,理论上提高表面断裂能或降低抗张强度是提高材料抗热震稳定性的有效途径.现有研究表明,耐火材料的抗热震稳定性很大程度上和骨料与基质之间的界面结构相互关联,在细观尺度上对材料界面结构进行设计和裁剪,已成 为当前耐火材料研究的一个新趋势.细观力学结合有限元的材料设计方法能直现有效地揭示材料内部细观结构与宏观力学性能之间的关系,在复合材料尤其是混凝土领域的研究已相当深入,可为细观力学在耐火材料中的应用提供思路,促进耐火材料结构与性能一体化的研究发展.

参考文献

[1] Leon L. Mishnaevsky Jr .Three-dimensional numerical testing of microstructures of Particle reinforced composites[J].Acta materialia,2004(14):4177-4188.
[2] Romanova V;Balokhonov R;Soppa E;Schmauder S .Comparative analysis of two- and three-dimensional simulations of Al/Al2O3 behavior on the meso-scale[J].Computational Materials Science,2007(2):274-281.
[3] Long S G;Zhou Y (C .Thermal fatigue of particle reinforced metal-matrix composite induced by laser heating and mechanical load[J].Composites Science and Technology,2005,65:1391.
[4] Tserpes K I;Labeas G N .Mesomechanical analysis of noncrimp fabric composite structural parts[J].Computers & Structures,2009,87:358.
[5] 任淮辉,李旭东,李俊琛.颗粒增强复合材料微结构的数值模拟与虚拟失效[J].机械工程学报,2010(04):35-41.
[6] Contreras J E;Castillo G A et al.Microstructure and properties of hercynite-magnesia-calcium zirconate refractory mixtures[J].Materials Characterization,2005,54:354.
[7] Han B K;Myongsook S O .Changes in microstructure of a high chromia refractory due to interaction with infiltrating coal slag in a slagging gasifier environment[J].Ceramics International,2008,34:2107.
[8] Kingery W D .Factors affecting thermal stress resistance of ceramic ma terial[J].Journal of the American Ceramic Society,1995,38(01):3.
[9] Hasselman D P H .Unified theory of thermal shock fracture initation and crack propagation in brittle ceramics[J].Journal of the American Ceramic Society,1969,52:600.
[10] Hasselman D P H .Elastic energy at fracture and surface energy as design criteria for thermal shock[J].Journal of the American Ceramic Society,1963,46:535.
[11] Hasselman D P H .Thermal stress resistance parameters for brittle refractory ceramics:A compendium[J].Journal of the American Ceramic Society,1981,60:730.
[12] Harmuth H;Bradt R C .Investigation of refractory brittleness by fracture mechanical and fractographic method[J].interceram,2010,1:6.
[13] Mukhopadhyay S;Poddar D P K .Effect of preformed and in situ spinels onmicrostructure and properties of a low cement refractory castable[J].Ceramics International,2004,30:369.
[14] Auvray J M;Gault C;Huger M .Microstructural changes and evolutions of elastic properties versus temperature of alumina and alumina-magnesia refractory castables[J].Journal of the European Ceramic Society,2008,28:1953.
[15] Salah A A E;Morsy M A S;Nagy M K et al.Microstructure and refractory properties of spinel containing castables[J].Ceramics International,2010,36:1711.
[16] Zawrah M F M;Khalil N M .Effect of mullite formation on properties of refractory castables[J].Ceramics International,2001,27:689.
[17] Sasan Otroj;Arash Daghighi .Microstructure and phase evolution of alumina-spinel self-flowing refractory castables containing nano-alumina particles[J].CERAMICS INTERNATIONAL,2011(3):1003-1009.
[18] Sako E Y;Braulio M A L;Milanez D H et al.Microsilica role in the CA6 formation in cement-bonded spinel refractory castables[J].Journal of Materials Processing Technology,2009,209:5552.
[19] Bourdel R G;Mzina A;Huger M et al.Influence of thermal damage occurrence at microstructural scale on the thermomechanical behaviour of magnesia spinel refractories[J].Journal of the European Ceramic Society,2012,32:989.
[20] 何巨海,张子明,艾亿谋,倪志强.基于细观力学的混凝土有效弹性性能预测[J].河海大学学报(自然科学版),2008(06):801-805.
[21] Richard M C .A critical evaluation for a class of micromechanies models[J].Journal of the Mechanics and Physics of Solids,1990,38(03):379.
[22] Lasko G V;Deryugin Y Y;Schmauder S .Simulation of plastic deformation location in composites materials with hard inclusions[J].Computational Materials Science,2003,26:20.
[23] Wong Y L;Fu Y F;Sun P C et al.Spalling of concrete cover of fiber-reinforced polymer reinforced concrete under thermal loads[J].Materials and Structures,2006,39:991.
[24] 郑建军,周欣竹,姜璐.混凝土杨氏模量预测的三相复合球模型[J].复合材料学报,2005(01):102-107.
[25] Wu Y L;Dong Z F .Three-dimensional finite element analysis of composites with coated spherical inclusions[J].Materials Science and Engineering A:Structural Materials Properties Microstructure and Processing,1995,23:314.
[26] Wu Y M;Huang Z P;Zhong Y et al.Effective moduli of particle-filled composite with inhomogeneous interphase:Part Ⅰ-Bounds[J].Composites Science and Technology,2004,64:1345.
[27] Zhong Y;Wang J;Wu Y M et al.Effective moduli of partitle-filled composite with inhomogeneous interphase:Part Ⅱ-Mapping method and evaluation[J].Composites Science and Technology,2004,64:1353.
[28] Nie SH;Basaran C .A micromechanical model for effective elastic properties of particulate composites with imperfect interfacial bonds[J].International Journal of Solids and Structures,2005(14):4179-4191.
[29] 应宗权,杜成斌.考虑界面影响的混凝土弹性模量的数值预测[J].工程力学,2008(08):92-96.
[30] 李俊淞 .基于细观力学的混凝土性能数值模拟研究[D].重庆交通大学,2007.
[31] 应宗权,杜成斌,孙立国.基于随机骨料数学模型的混凝土弹性模量预测[J].水利学报,2007(08):933-937.
[32] Schmitt N;Burr A;Berthaud Y et al.Micromechanics applied to the thermal shock behavior of refractory ceramics[J].Mechanics of Materials,2002,34:725.
[33] Wang Z G;Li N;Kong J Y et al.Prediction of properties of Al2O3-C refractory based on microstructure by an improved generalized self-consistent scheme[J].Metallurgical and Materials Transactions B:Process Metallurgy and Materials Processing Science,2005,36:577.
[34] 王志刚,李楠,孔建益,李友荣.用细观力学模型估算镁碳耐火材料基质的力学性能[J].耐火材料,2008(05):386-388.
[35] Joliff Y;Absi J;Huger M;Glandus JC .Experimental and numerical study of the elastic modulus vs temperature of debonded model materials[J].Computational Materials Science,2008(2):826-831.
[36] Qi, B;Absi, J;Tessier-Doyen, N .Experimental and numerical study of the Young's modulus vs temperature for heterogeneous model materials with polygonal inclusions[J].Computational Materials Science,2009(4):996-1001.
[37] Mathias JD;Tessier-Doyen N .Homogenization of glass/alumina two-phase materials using a cohesive zone model[J].Computational Materials Science,2008(4):1081-1085.
[38] Joliff Y;Absi J;Glandus J C et al.Experimental and numerical study of the thermomechanical behavior of refractory model materials[J].Journal of the European Ceramic Society,2007,27:1513.
[39] Joliff, Y.;Absi, J.;Huger, M.;Glandus, J.C. .Microcracks with unexpected characteristics induced by CTE mismatch in two-phase model materials[J].Journal of Materials Science,2008(1):330-337.
[40] Joliff Y;Absi J;Huger M;Glandus JC .Experimental and numerical study of the room temperature elastic modulus of model materials with partly bonded matrix/particles interfaces[J].Computational Materials Science,2007(2):267-273.
[41] Bourdel G R;Alzina A et al.Optimisation of 3D RVE for anisotropy index reduction in modeling thermoelastic properties of two-phase composites using a periodic homogenization method[J].Computational Materials Science,2011,50:3136.
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