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各向异性对过冷熔体中枝晶生长影响的相场法模拟 被引量:1

Phase-field Simulations of the Effect of Anisotropy on Dendritic Growth in Undercooled Melt
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摘要 文中采用二元合金的等温相场模型,通过在相场参数中引入界面能各向异性强度参数,以A1-4.5%Cu合金为例模拟了各向异性强度对二元合金凝固过程的枝晶生长的影响。结果表明:各向异性强度小时,枝晶形貌呈海藻态,随着各向异性强度的增大,枝晶形貌从海藻态向枝晶态转变,主枝不再分叉,成为光滑枝晶,枝晶尖端生长速度增大,曲率半径减小并逐渐趋于定值,同时模拟的结果与经典枝晶生长理论相吻合。 The effect of anisotropy on the dendritic growth during A1-4.5%Cu binary alloy solidification are simulated using the phase-field model. The results show that the magnitude of anisotropy affects the steady state of the dendritic tip. If the the magnitude of anisotropy is increased, the seaweed morphology is transformed into the dendritic morphology, the tip speed increases, and the tip radius decreases with the magnitude of anisotropy incresaes; Simultaneously the simulation results are agree well with the dendritic growth theory.
出处 《铸造工程》 2007年第2期31-34,共4页 Foundry Engineering
基金 江西省材料科学与工程研究中心开放基金项目(ZX200301017)
关键词 相场法 枝晶生长 各向异性 Phase-field method Dendritic growth Anisotropy
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参考文献15

  • 1龙文元,蔡启舟,魏伯康.微观组织数值模拟发展概述[J].铸造,2003,52(3):161-166. 被引量:15
  • 2Kobayashi R. Modeling and numerical simulations of dendritic crystal growth[J]. Physica D, 1993, 63(10): 410-423.
  • 3Wheeler A A, Boettinger W J, McFadden G B. Phase-field model for isothermal phase transition in binary alloys[J]. Physical Rev E,1992,45(10):7424-7439.
  • 4Wheeler h A, Murrary B T, Schaefer R J. Computation of dendrites using a phase field model[J]. Physica D, 1993, 66: 243-262.
  • 5Warren J A, Boettinger W J. Prediction of dendritic growth and microsegregation patterns in a binary alloy using the phase-field method[J],hcta metall Mater, 1995, 43(2): 689-703.
  • 6Kim S G, Kim W T, Suzuki T. Phase-field model for binary alloys[J]. Physical Rev E, 1999, 60(6): 7186-7197.
  • 7Suzuki T, Ode M, Kim S G, et al. Phase-field model of dendritic growth[J]. Journal of Crystal Growth, 2002, 237-239(1): 125-131.
  • 8Ode M, Kim S G, Kim W T. Numerical prediction of the secondary dendrite arm spacing using a phase-field model[J]. ISIJ International, 2001,41(4): 345-349.
  • 9Ode M, Suzuki T. Numerical simulation of initial microstructure evolution of Fe-C alloys using a phase-field model[J]. ISIJ International, 2002,42(4):368-374.
  • 10龙文元,蔡启舟,陈立亮,魏伯康.Phase-field simulations of solidification of Al-Cu binary alloys[J].中国有色金属学会会刊:英文版,2004,14(2):291-296. 被引量:9

二级参考文献92

  • 1杨明波 潘复生 等.铸件凝固组织模拟的研究进展[J].兵器材料科学与工程,2001,24(3):50-54.
  • 2Kobayashi R. Modeling and numerical simulations of dendritic crystal growth [J]. Physica D, 1993, 63:410.
  • 3Wheeler A A, Murrary B T, Schaefer R J. Computation of dendrites using a phase field model [J] . Physica D, 1993, 66:243.
  • 4Wang S L, Sekerka R F, Wheeler A A, et al. Thermodynamically consistent phase-field models for solidification [J]. Physica D, 1993, 69 : 189.
  • 5Murray B T, Wheeler A A, Glicksman M E. Simulations of experimentally observed dendritic growth behavior using a phase-field model [J]. J. Crystal Growth, 1995, 153:386.
  • 6Charach C h, Fife P C. Phase-field models of solidification in binary alloys:capillarity and solute trapping effects [J]. J. Crystal Growth, 1999, 198/199:1267.
  • 7TONG X, Beckermann C, Karma A. Velocity and shape selection of dendritic crystals in a forced flow [J]. Physical Rev. E. 2000,61 (1): 49.
  • 8Beckermann C, LI Q, TONG X. Microstructure evolution of equiaxed dendritic growth [J]. Sci Technol Adv Mater, 2001,(2) : 117.
  • 9Wheeler A A, Boettinger W J, McFadden G B. Phase-field model for isothermal phase transitions in binary alloys [J]. Phys. Rev.A, 1992, 45:7424.
  • 10Wheeler A A, Ahmad N A, Boettinger W J. [J]. Adv. Space Res. 1995, 16 (7): 163.

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