简介概要

Numerical simulation for dendrite growth in directional solidification using LBM-CA (cellular automata) coupled method

来源期刊:JOURNAL OF MATERIALS SCIENCE TECHNOLOG2020年第14期

论文作者:Wonjoo Lee Yuhyeong Jeong Jae-Wook Lee Howon Lee Seong-hoon Kang Young-Min Kim Jonghun Yoon

文章页码:15 - 24

摘    要:To predict the dendrite morphology and microstructure evolution in the solidification of molten metal,numerically, lattice Boltzmann method(LBM)-cellular automata(CA) model has been developed by integrating the LBM to solve the mass transport by diffusion and convection during solidification and the CA to determine the phase transformation with respect to the solid fraction based on the local equilibrium theory. It is successfully validated with analytic solutions such as Lipton-Glicksman-Kurz(LGK) model in static melt, and Oseen-Ivantsov solution under the fluid flow conditions in terms of tip radius and velocity of the dendrite growth. The proposed LBM-CA model does not only describe different types of dendrite formations with respect to various solidification conditions such as temperature gradient and growth rate, but also predict the primary dendrite arm spacing(PDAS) and the secondary dendrite arm spacing(SDAS), quantitatively, in directional solidification(DS) experiment with Ni-based superalloy.

详情信息展示

Numerical simulation for dendrite growth in directional solidification using LBM-CA (cellular automata) coupled method

Wonjoo Lee1,Yuhyeong Jeong1,Jae-Wook Lee2,Howon Lee2,Seong-hoon Kang2,Young-Min Kim2,Jonghun Yoon3

1. Department of Mechanical Design Engineering, Hanyang University2. Materials Deformation Department, Korea Institute of Materials Science3. Department of Mechanical Engineering, Hanyang University

摘 要:To predict the dendrite morphology and microstructure evolution in the solidification of molten metal,numerically, lattice Boltzmann method(LBM)-cellular automata(CA) model has been developed by integrating the LBM to solve the mass transport by diffusion and convection during solidification and the CA to determine the phase transformation with respect to the solid fraction based on the local equilibrium theory. It is successfully validated with analytic solutions such as Lipton-Glicksman-Kurz(LGK) model in static melt, and Oseen-Ivantsov solution under the fluid flow conditions in terms of tip radius and velocity of the dendrite growth. The proposed LBM-CA model does not only describe different types of dendrite formations with respect to various solidification conditions such as temperature gradient and growth rate, but also predict the primary dendrite arm spacing(PDAS) and the secondary dendrite arm spacing(SDAS), quantitatively, in directional solidification(DS) experiment with Ni-based superalloy.

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