摘要
考虑动力过冷和小的远场来流对纯熔体凝固的影响,利用Mullins-Sekerka解的形式及渐近分析的方法给出了该凝固系统的基态解和扰动态解,从而揭示了有对流存在时,沿晶体生长的方向、温度场及流场的分布呈现出一个指数下降的现象,为晶体生长的研究及实验分析工作提供了理论依据。
Deals with the following: the influence of an external flow and kinetic undercooling on crystal growth ; steady state solutions and perturbed solutions arising from the from of Mullins-Sekerka solutions and the progressive method; the fall of exponential in the temperature fluctuation of liquid and the solid phase in the case of convection and along the dendrite direction ; a theoretical proof for theoretical study and test analysis of crystal growth.
出处
《北京联合大学学报》
CAS
2006年第4期64-67,共4页
Journal of Beijing Union University
基金
国家重大基础研究项目(G2000067206-1)
关键词
动力过冷
小来流
摄动
基态解
扰动态解
指数下降
kinetic undercooling
external flow
perturbation
the basic steady state solution
perturbed solution
the fall of exponential