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阐述了相场方法是凝固过程中对流效应数值模拟的有效方法,分别介绍了考虑强迫对流、剪流、自然对流的相场模型,综述了相场方法在对流领域研究中的应用情况,指出了该研究领域目前存在的问题及今后的发展方向.

参考文献

[1] Mullins W W et al.[J].Journal of Applied Physics,1964,35:444.
[2] Trivedi R et al.[J].International Materials Reviews,1994,39:49.
[3] Lifshitz M et al.[J].Journal of Physics and Chemistry of Solids,1961,19:35.
[4] Beckermann C .[J].Journal of The Minerals,Metals & Materials Society,1997,49(07):13.
[5] Chen S et al.[J].Computer in Physics,1997,135:8.
[6] 于艳梅,A.Karma,C.Beckermann.相场法凝固组织模拟的研究进展[J].铸造,2000(09):507.
[7] 张光跃,荆涛,柳百成.相场方法原理及在微观组织模拟中的应用[J].机械工程学报,2003(05):6-9.
[8] 赵达文,杨根仓,于艳梅,王锦程.相场模型凝固组织模拟进展[J].材料科学与工程学报,2003(03):437-440.
[9] Karma A et al.[J].Physical Review Letters,1996,77:4050.
[10] Wheeler A A et al.[J].Physica D-Nonlinear Phenomena,1993,66:243.
[11] Murray BT.;Glicksman ME.;Wheeler AA. .SIMULATIONS OF EXPERIMENTALLY OBSERVED DENDRITIC GROWTH BEHAVIOR USING A PHASE-FIELD MODEL[J].Journal of Crystal Growth,1995(3/4):386-400.
[12] 刘松龄.边界层和对流换热理论[M].西安:西北工业大学出版社,1987:1.
[13] Beckermann C et al.[J].Journal of Computational Physics,1999,154:468.
[14] Tonhardt R.;Amberg G. .Phase-field simulation of dendritic growth in a shear flow[J].Journal of Crystal Growth,1998(3/4):406-425.
[15] Tonhardt R et al.[J].Journal of Crystal Growth,2001,213:161.
[16] Tonhardt R.;Amberg G. .Simulation of natural convection effects on succinonitrile crystals[J].Physical review.E.Statistical physics, plasmas, fluids, and related interdisciplinary topics,2000(1 Pt.b):828-836.
[17] Diepers H J.Solidification Processing[M].Ranmoon House,Sheffield,1997:426.
[18] Tong X.In modeling of casting,welding and advanced solidification process Ⅷ[M].New York:TMS Publishers,1998:613.
[19] Tong X et al.[J].Physical Review E,2000,61:49.
[20] Tong X et al.[J].Physical Review E,2001,63:061601.
[21] Lan CW.;Hsu CM.;Liu CC. .Efficient adaptive phase field simulation of dendritic growth in a forced flow at low supercooling[J].Journal of Crystal Growth,2002(3):379-386.
[22] Lan C W et al.[J].Physical Review E,2002,65:061601.
[23] Lan C W et al.[J].Journal of Computational Physics,2002,178:464.
[24] Lan C W et al.[J].Physical Review E,2004,69:031601.
[25] Jeong J H et al.[J].Physical Review E,2001,64:041602.
[26] Jeong J H et al.[J].Metallurgical and Materials Transactions A:Physical Metallurgy and Materials Science,2003,34:459.
[27] Lu Y et al.[J].Journal of Crystal Growth,2005,280:320.
[28] Miller W et al.[J].Journal of Crystal Growth,2004,266:283.
[29] Patankar S V.Numerical Heat Transfer and Fluid Flow[M].Washington D C:Hemisphere,1980:131.
[30] Wagner C .[J].Zeitschrift Fur Elektrochemie,1961,65:581.
[31] Ratke L et al.[J].Acta Materialia,1985,33:1793.
[32] Beckermann C et al.[J].Applied Mechanics Reviews,1993,46(01):1.
[33] Ni J et al.[J].Metallurgical Transactions,1991,B22:349.
[34] Ferziger J C.Computational Methods for Fluid Dynamics[M].Brlin:Spring Verlage,1997
[35] Karma A .[J].Physical Review Letters,2001,87:115701.
[36] Saville D A et al.[J].Physical Review A,1988,37:3423.
[37] Wheeler A A et al.[J].Physical Review A,1992,45:7274.
[38] Ivantsov G P .[J].Doklady Akademii Nauk SSSR,1947,58:567.
[39] Ananth R.;Gill WN. .DENDRITIC GROWTH IN MICROGRAVITY AND FORCED CONVECTION[J].Journal of Crystal Growth,1997(1/2):263-276.
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