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非等温相变问题的双倒易边界元法求解 被引量:1

NUMERICAL SIMULATION OF NON-ISOTHERMAL PHASE CHANGE PROBLEM USING A DRBEM WITH AUGMENTED ITEMS
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摘要 对铅-锡合金的相变问题,本文采用含扩展项的轴对称双倒易边界元方法计算了圆柱中界面沿轴向运动的非等温相变过程。与特定条件下解析解的比较,验证了该方法的正确性,为类似的晶体生长非等温相变问题提供了一种有效的求解方法。 In this paper, the phase-change moving interface problem along the axial direction of the cylinder in the alloys of lead containing tin is simulated by the Axisymmetric Dual Reciprocity Boundary Element Method (ADRBEM) with augmented items. The numerical method is verified by comparing with the analytical solution under the certain condition. The results show that the ADRBEM with augmented items is an effective numerical method to solve analogous problem of nonisothermal phase change, which occurs in the crystal growth process.
作者 刘捷 卢文强
出处 《工程热物理学报》 EI CAS CSCD 北大核心 2006年第1期85-87,共3页 Journal of Engineering Thermophysics
基金 国家自然科学基金项目资助(No.50336040)
关键词 非等温相变 含扩展项的轴对称双倒易边界元方法 non-isothermal phase change ADRBEM with augmented items
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  • 1S R Coriell,G B McFadden,R F Sekerka,et al.Multiple Similarity Solutions for Solidification and Melting.Journal of Crystal Growth,1998,191(1):573-585 被引量:1
  • 2Bai Fengwu,Lu Wen-Qiang.The Selection and Assemblage of Approximation Functions and Disposal of its Singularity in Axisymmetric DRBEM for Heat Transfer Problems.Engineering Analysis with Boundary Elements (International Journal of Boundary Elements),2004,28(8):955-965 被引量:1
  • 3A H Cheng,D L Young,C C Tsai.Solution of Poisson's Equation by Iterative DRBEM Using Compactly S upported,Positive Definite Radial Basis Function.Engineering Analysis with Boundary Elements(International Journal of Boundary Elements),2004,24(7-8):549-557 被引量:1

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