共晶体系
材料科学
相(物质)
领域(数学)
热力学
扩散
职位(财务)
扩散方程
状态方程
机械
化学物理
微观结构
复合材料
物理
经济
量子力学
经济
数学
财务
纯数学
服务(商务)
作者
W. J. Boettinger,James A. Warren,C. Beckermann,Alain Karma
标识
DOI:10.1146/annurev.matsci.32.101901.155803
摘要
▪ Abstract An overview of the phase-field method for modeling solidification is presented, together with several example results. Using a phase-field variable and a corresponding governing equation to describe the state (solid or liquid) in a material as a function of position and time, the diffusion equations for heat and solute can be solved without tracking the liquid-solid interface. The interfacial regions between liquid and solid involve smooth but highly localized variations of the phase-field variable. The method has been applied to a wide variety of problems including dendritic growth in pure materials; dendritic, eutectic, and peritectic growth in alloys; and solute trapping during rapid solidification.
科研通智能强力驱动
Strongly Powered by AbleSci AI