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Local fractional functional decomposition method for solving local fractional Poisson equation in steady heat-conduction problem

机译:稳态导热问题中求解局部分数泊松方程的局部分数泛函分解方法

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摘要

The steady heat-conduction problem via local fractional derivative is investigated in this paper. The analytical solution of the local fractional Poisson equation is obtained. The local fractional functional decomposition method is proposed to find the analytical solution of the partial differential equation in the steady heat-conduction problem.
机译:通过局部分数导数研究了稳态热传导问题。得到了局部分数泊松方程的解析解。提出了局部分数阶泛函分解方法,以求解稳态导热问题中偏微分方程的解析解。

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