An integral equation model for Stefan problems with multiple phases

机译：多阶段Stefan问题的积分方程模型

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A boundary element formulation fo rthe solution of multiple moving boundary problems is presented and tested herein. A heat transfer problem involving heating of solid, mlting of solid and vaporisation of liquid is considered. Numerical results show that te boundary element method is move suitable and more accurate than both finite difference and finite element methods for this kind of problems.

机译：本文提出并测试了解决多个移动边界问题的边界元素公式。考虑了涉及固体的加热，固体的混合和液体的蒸发的传热问题。数值结果表明，与有限差分法和有限元法相比，边界元法在这种问题上的适用性和准确性更高。

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《Fourth International Conference on Advanced Computational Methods in Heat Transfer held in Udine, Italy, in July 1996》|1996年|p.327-336|共10页
会议地点 Udine(IT)
作者
M. Zerroukat; L.C. Wrobel;
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正文语种 eng
中图分类能源与动力工程;
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4. A Novel Phase Transformation Model based on Gibbs’ Free Enthalpy and the Stefan Equation improves Material Properties of Hot Rolled Products [C] . Klaus Weinzierl, Klaus Franz, Stefan Schmors International Steel Rolling Conference . 2006

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5. Complex Boundary Integral Equation Formulation and Stability Analysis of a Maxwell Model and of an Elastic Model of Solid-Solid Phase Transformations [D] . Greengard, Daniel Bijan. 2016

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6. The one-phase Stefan problem and the porous medium diffusion equation: Continuity of the solution in n space dimensions [O] . Luis A. Caffarelli, Avner Friedman 1978

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7. Integral Equations of the Stefan Problem and Their Application in Modeling of Thawing Soil [O] . R. V. Arutjunjan 2015

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8. Particle Scattering in the Resonance Regime: Models Based on Integral Equations and Hybrid Finite Elements - Integral Equation Techniques [R] . Zuffada, C., Crisp, D. 1996

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An integral equation model for Stefan problems with multiple phases

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