材料冲蚀磨损的数值模拟研究现状及展望
Development and Prospect in Numerical Simulation of Erosion
摘 要
总结了几种经典的冲蚀磨损理论模型, 分析了各个模型的优缺点, 认为至今仍没有一个公认的普遍适用的理论模型可用于预测材料的抗冲蚀性能。综述了国内外冲蚀磨损数值计算模型, 发现以往的冲蚀数值模型很少涉及到温度对冲蚀的影响, 对多粒子冲蚀的模拟与实际工况仍存在较大差距。介绍了冲蚀模拟中对冲蚀模拟的准确性具有至关重要作用的关键技术, 包括材料本构模型、失效准则、数值计算算法, 接触计算算法等, 最后提出了冲蚀磨损今后的研究和发展方向。
冲蚀磨损
冲蚀模拟
冲蚀理论
研究进展
erosion
erosive wear
erosion simulation
erosion theory
research progress
Abstract
Several classic erosion theoretical models are summarized, the advantages and disadvantages of each model are analyzed. It is considered that there is no generally accepted and universally applicable theoretical model to predict material erosion wear resistance. By analysis of the numerical erosion models at home and abroad, it is found that there are few numerical erosion models involving the effect of temperature, and there is still a wide gap between the multi-particle erosion simulation and the actual conditions. In addition, the key issues of erosion simulation including the material constitutive models, failure criteria, numerical algorithms and contact algorithms are introduced. At last, the research directions of erosion in the future are proposed.
中图分类号 TB302.3
所属栏目 专论
基金项目 国家自然科学基金项目(51005194); 湖南省教育厅项目(10C1259)
收稿日期 2011/8/17
修改稿日期
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作者单位点击查看
联系人作者谢文伟(xtuxww@163.com)
备注谢文伟, 硕士研究生,
引用该论文: XIE Wen-wei,DENG Jian-xin,ZHOU Hou-ming,HE Chao. Development and Prospect in Numerical Simulation of Erosion[J]. Corrosion & Protection, 2012, 33(7): 601
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参考文献
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【12】Shimizu K, Noguchi T, Seitoh H, et al. FEM analysis of erosive wear[J]. Wear, 2001, 250:779-784.
【13】Woytowitz P J, Richman R H. Modeling of damage from multiple impacts by spherical particles[J]. Wear, 1999, 233-235:120-133.
【14】Griffin D, Daadbin A, Datta S. The development of a three-dimensional finite element model for solid particle erosion on an alumina scale/MA956 substrate [J].Wear, 2004, 256:900-906.
【15】Shimizu K, Noguchi T. FEM analysis of the dependency on impact angle during erosive wear[J]. Wear, 1999(233-235):157-159.
【16】Eltobgy M S, Ng E, Elbestawi M A. Finite element modeling of erosive wear[J]. International Journal of Machine Tools&Manufacture, 2005, 45:1337-1346.
【17】Wang Y F, Yang Z G. A coupled finite element and meshfree analysis of erosive wear[J]. Tribology International, 2009, 42:373-377.
【18】Wang Y F, Yang Z G. Finite element model of erosive wear on ductile and Brittle materials[J]. Wear, 2008, 265:871-890.
【19】Johnson G R, Cook W H. A constitutive model and data for metals subjected to large strains, high strain rates and high temperatures[C]//Proceedings of the 7th International Symposium on Ballistics. Netherlands:The Hague, 1983:541-547.
【20】Johnson G R, Holmquist T J. Response of boron carbide subjected to large strains, high strain rates, and high pressures[J]. Journal of Applied Physics, 1999, 85(12):8060-8073.
【21】Belytschko T, Liu W K, Moran B. Nonlinear Finite Elements for Continua and Structures[M]. New York:Wiley, 2001.
【2】王宇飞. 耐磨耐蚀层状复合管的制备及其冲蚀模拟分析[D]. 上海:复旦大学硕士学位论文, 2008.
【3】董刚, 张九渊. 固体粒子冲蚀磨损研究进展[J]. 材料科学与工程学报, 2003, 21(2):307-312.
【4】王丽. 基于有限元法的陶瓷喷砂嘴冲蚀磨损机理研究[D]. 济南:山东轻工业学院硕士学位论文, 2007.
【5】廉晓庆. 高强耐火浇注料常温冲蚀磨损性能研究[D]. 西安:西安建筑科技大学硕士学位论文, 2010.
【6】Meng H C, Ludema K C. Wear models and predictive equations: their form and content[J]. Wear, 1995(181/183):443-457.
【7】Finnie I. Erosion of surfaces by solid particles[J]. Wear, 1960(3):87-103.
【8】Bitter J G A. A study of erosion phenomena, part I[J]. Wear, 1963(6):5-21.
【9】Bitter J G A. A study of erosion phenomena, Part II[J]. Wear, 1963, 6:169-190.
【10】康进兴, 赵文轸, 朱金华. 材料抗冲蚀性的研究进展[J]. 材料保护, 2001(10):22-23.
【11】马颖, 任峻, 李元东, 等. 冲蚀磨损研究的进展[J]. 兰州理工大学学报, 2005(01):21-25.
【12】Shimizu K, Noguchi T, Seitoh H, et al. FEM analysis of erosive wear[J]. Wear, 2001, 250:779-784.
【13】Woytowitz P J, Richman R H. Modeling of damage from multiple impacts by spherical particles[J]. Wear, 1999, 233-235:120-133.
【14】Griffin D, Daadbin A, Datta S. The development of a three-dimensional finite element model for solid particle erosion on an alumina scale/MA956 substrate [J].Wear, 2004, 256:900-906.
【15】Shimizu K, Noguchi T. FEM analysis of the dependency on impact angle during erosive wear[J]. Wear, 1999(233-235):157-159.
【16】Eltobgy M S, Ng E, Elbestawi M A. Finite element modeling of erosive wear[J]. International Journal of Machine Tools&Manufacture, 2005, 45:1337-1346.
【17】Wang Y F, Yang Z G. A coupled finite element and meshfree analysis of erosive wear[J]. Tribology International, 2009, 42:373-377.
【18】Wang Y F, Yang Z G. Finite element model of erosive wear on ductile and Brittle materials[J]. Wear, 2008, 265:871-890.
【19】Johnson G R, Cook W H. A constitutive model and data for metals subjected to large strains, high strain rates and high temperatures[C]//Proceedings of the 7th International Symposium on Ballistics. Netherlands:The Hague, 1983:541-547.
【20】Johnson G R, Holmquist T J. Response of boron carbide subjected to large strains, high strain rates, and high pressures[J]. Journal of Applied Physics, 1999, 85(12):8060-8073.
【21】Belytschko T, Liu W K, Moran B. Nonlinear Finite Elements for Continua and Structures[M]. New York:Wiley, 2001.
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