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A heat conduction problem involving phase change and its numerical solution by finite difference methods

机译：通过有限差分方法涉及相变的导热问题及其数值求解

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G. Windisch; U. Streit;
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年度 1984
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1. Lattice-free finite difference method for numerical solution of inverse heat conduction problem [J] . K. IIJIMA, K. ONISHI Inverse Problems in Science & Engineering . 2007,第2期

机译：逆导热问题数值解的无格有限差分法
2. NUMERICAL SOLUTION OF BACKWARD HEAT CONDUCTION PROBLEMS BY A HIGH ORDER LATTICE-FREE FINITE DIFFERENCE METHOD [J] . Kentaro Iijima Journal of the Chinese Institute of Engineers. Series A . 2004,第4期

机译：高阶无格有限差分法求解后向导热问题的数值解
3. Unsteady Heat Conduction Involving Phase Changes For An Irregular Bubble/particle Entrapped In A Solid During Freezing - An Extension Of The Heat-balance Integral Method [J] . K.R. Lin, P.S.Wei, S.Y.Hsiao International Journal of Heat and Mass Transfer . 2009,第3a4期

机译：冻结过程中截留在固体中的不规则气泡/颗粒的涉及相变的非稳态导热-热平衡积分法的扩展
4. Numerical method for backward heat conduction problems using a finite difference method with arbitrarily located quadrature points [C] . Kentaro Iijima 日本シミュレーション学会大会 . 2003

机译：使用有限差分法的倒置热传导问题的数值方法
5. The analysis of transient heat conduction for ground heat exchangers using analytical and numerical methods [D] . Hubbell, James Edward. 1996

机译：地面换热器瞬态热传导的解析和数值分析
6. Numerical solution of a diffusion problem by exponentially fitted finite difference methods [O] . Raffaele D’Ambrosio, Beatrice Paternoster -1

机译：用指数拟合有限差分法数值求解扩散问题
7. The mollification method and the numerical solution of the inverse heat conduction problem by finite differences [O] . Murio D.A. 1989

机译：反导热问题的有限差分方法及数值化解
8. An Investigation of the Numerical Methods of Finite Differences and Finite Elements for Digital Computer Solution of the Transient Heat Conduction (Diffusion) Equation Using Optimum Implicit Formulations. [R] . martin,charles r. 1978

机译：用最优隐式公式研究瞬态热传导（扩散）方程数字计算机解的有限差分和有限元数值方法。

A heat conduction problem involving phase change and its numerical solution by finite difference methods

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