Solutions of Modified Heat Equation by Electric Analogy
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概要
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Predicting the finite velocity of propagation of thermal impulses, general modification of linear heat equation in Fourier theory is expressed by electric analogy. Each solution of the modified heat equation, which is obtained by each condition of the input of sinusoidal temperature wave and of heat pulse at the boundary surface, corresponds to the conventional one used in the theory of the measurement of thermal properties and in the source theory of diffusion, respectively.
- 社団法人応用物理学会の論文
- 1971-06-05
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