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扰动影响枝晶生长的相场法模拟

Phase-Field Simulation of Influence of Fluctuation on Dendrite Growth
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摘要 采用耦合扰动的相场模型,对枝晶生长过程进行模拟,研究了热扰动强度对枝晶形貌的影响以及热扰动和相场扰动对枝晶侧向分枝形成的影响。结果表明,随着热扰动幅值的减小,枝晶尖端分叉程度减小,横向的二次枝晶变得发达,纵向的二次枝晶退化,doublon结构消失,形成了高度对称的枝晶结构;热扰动能够引发枝晶的侧向不稳定,是侧向分枝形成的主要原因,相场扰动对侧向分枝的贡献不大,在计算中一般可以忽略;当Fu取值适当时,热噪声的引入能引发侧向分枝,但不改变枝晶尖端的稳态行为。 The evolution of the dendrite growth was simulated utilizing the phase-field model with coupled fluctuation, and the effect of thermal fluctuation intensity on the dendrite morphology and the influence of thermal fluctuation and phase-field fluctuation on the formation of dendrite side-branches were investigated, that the results show that with decrease in the thermal fluctuation amplitude,the divarication degree of the dendrite tip decreases, and the lateral secondary dendrites become strong, the longitudinal secondary dendrite degenerate, doubloon structure disappears, thus forms the extremely symmetrical dendrite structure. Thermal fluctuation can trigger the side instability of dendrite, which is the main reason of forming side-branches~ phase-field fluctuations have little contribution to the side-branches, it can usually be neglected in the calculation; when an appropriate value of Fu is chosen, the introduction of thermal noise can induce side-branches, but it does not change the steady behavior of the dendrite tip.
出处 《铸造技术》 CAS 北大核心 2008年第6期777-781,共5页 Foundry Technology
基金 中北大学校基金项目200712
关键词 扰动 枝晶 相场 二次分支 Fluctuation Dendrite Phase-Field Side-Branches
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参考文献11

  • 1Barber M N, Barbieri A, Langer J S. Predictions of dendritic growth rates in the linearized solvability theory[J]. Phys Rev A,1989,39(10) :5 314-5 326.
  • 2Pieters R. Modeling of equiaxed microstructure formation in casting[J]. Phys Rev A, 1987, 37:3 126-3 137.
  • 3Langer J S. Stability effects in dendritic crystal growth [J]. J Cryst Growth,1977,(42):11-14.
  • 4Brener E, Temkin D. Three dimensional dendritic growth [J]. Physica A,1999, 263(4) :338-344.
  • 5朱昌盛,荆涛,柳百成,赵红兆.热噪声促发枝晶侧向分支的相场法数值模拟[J].铸造,2004,53(12):1040-1042. 被引量:9
  • 6朱昌盛,王智平,柳百成,荆涛.相场法模拟中影响侧向分支的相场参数[J].机械工程学报,2005,41(6):30-34. 被引量:9
  • 7Braun R J, Murray B T. Adaptive phase-field computations of dendritic crystal growth[J]. J Crystal Growth, 1997, 174: 41-53.
  • 8Kobayasi R. Modeling and numerical simulation of the dendriticgrowth[J]. Physica D, 1993, 63:410-423.
  • 9Karma A, Rappel W J. Phase field model of dendritic sidebranching with thermal noise[J]. Phys Rev E, 1999,60 (4):3 164-3 624.
  • 10Ricard Gonzalea. The role of noise in sidebranchment development[J] . Fluctuation and Noise Letters ,2004,4 (4): LS35-L544.

二级参考文献20

  • 1Barber M N, Barbieri A, Langer J S. Predictions of dendritic growth rates in the linearized solvability theory [J]. Phys. Rev.A, 1987, 39 (10): 5314-5326
  • 2Pieters R. Modeling of equiaxed microstructure formation in casting [J]. Phys. Rev. A, 1988, 37:3126-3137
  • 3Langer J S. Stability effects in dendritic crystal growth [J]. J. Cryst. Growth, 1977, 42:11
  • 4Brener E, Temkin D. Three-dimensional dendritic growth [J].Physica A, 1999, 263 (4): 338-344
  • 5Kobayasi R. Modeling and numerical simulation of the dendritic growth [J]. PhysicaD, 1993, 63:410-423
  • 6Wheeler A A, Murray B T and Schaefer R J. Computation of dendritic using a phase field model [J] . Physica D, 1993, 66 (10):243 - 262
  • 7Murray B T, Wheeler A A, Glicksman M E. Simulation of experimentally observed dendritic growth behavior using a phase-field model [J]. J Cryst. Growth, 1995, 154:386-400
  • 8Karma A, Rappel W J. Phase-field model of dendritic side-branching with thermal noise [J]. Phys. Rev. E, 1999, 60 (4):3164 - 3624
  • 9Li Q and Beckermann C. Evolution of the sidebranch structure in free dendritic growth [J]. Acta mater, 1999, 47 (8): 2345-2356
  • 10Karma A, Rappel W J. Phase-field method for computationally efficient modeling of solidification with arbitrary interface kinetics [J]. Phys. Rev. E, 1996, 53 (4): R3017

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