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Unsteady 3D algebraically explicit analytical solutions for bio-heat transfer equations

Unsteady 3D algebraically explicit analytical solutions for bio-heat transfer equations
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摘要 Reasonable unsteady three-dimensional explicit analytical solutions are derived with different methods for the widely used bio-heat transfer equation–Pennes equation.The condition to decide temperature oscillation is obtained in this paper.In other cases the temperature would vary monotonously along geometric coordinates as time goes by.There have been very few open reports of explicit unsteady multidimensional exact analytical solutions published in literature.Besides its irreplaceable theoretical value,the analytical solution can also serve as standard solution to check numerical calculation,and therefore promote the development of numerical method of computational heat transfer.In addition,some new special methods have been given originally and deserved further attention.
出处 《Science China(Technological Sciences)》 SCIE EI CAS 2011年第2期362-368,共7页 中国科学(技术科学英文版)
基金 supported by the National Natural Science Foundation of China(Grant No.50876106)
关键词 Pennes equation temperature oscillation THREE-DIMENSIONAL UNSTEADY analytical solutions 代数显式解析解 生物传热方程 非定常 三维 Pennes方程 数值计算方法 精确解析解 标准溶液
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