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A novel method for analytical solution of transient heat conduction and Stefan problem in cylindrical coordinate

机译:圆柱坐标系中瞬态热传导和Stefan问题解析解的新方法

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It has been found numerical methods are very tiring and time consuming and so much dependent upon computational calculations, so in order to reduce the computational time a new eigenfunction expansion method is presented for a two dimensional case with heat generation source. This method is applicable to any combination of inhomogeneous first and second kind boundary conditions in the angular and axial direction of cylinder and can be very useful for latent heat energy based storage systems analytical analysis. Analytical problem of one phase melting/solidification of Phase Change Material was also studied with the use of dimensionless parameters using the eigenfunction expansion method. Effect of Dimensionless parameter Stefan number on the melting/solidification of PCM was studied. Results showed increase in the transition time at low Stefan value.
机译:已经发现数值方法非常累人并且耗时并且在很大程度上取决于计算计算,因此为了减少计算时间,提出了一种针对具有热源的二维情况的新的本征函数展开方法。该方法适用于圆柱体在角度和轴向上不均匀的第一类边界条件和第二类边界条件的任意组合,对于基于潜热能的存储系统分析非常有用。还使用特征函数展开法,通过使用无量纲参数,研究了相变材料的一相熔化/凝固的分析问题。研究了无量纲参数Stefan数对PCM熔融/凝固的影响。结果表明,在低Stefan值下,过渡时间增加。

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