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Summation of fourier series with parameter by Laplace tranforms

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Abstract

In this paper, the theorems concerning the summatio of Fourier series with parameter are given by using the Laplace transforms. By means of the known result of Laplace transforms, many new, important problems of summation of Fourier series with parameter in mechanics can be solved.

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References

  1. Yan Zong-da,Fourier Series Solutions in Structural Mechanics, Tianjin University Publishing House, (1989), (in Chinese)

  2. Harry, F. Davis,Fourier Series and Orthogonal Functions, Allyn and Bacon. Boston (1963).

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  3. Chien Wei-zang, Summation of Trigonometric Series by Fourier Transforms.Applied Mathematics and Mechanics,10, 5 (1989), 385–397.

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Communicated by Long Yu-qiu

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Xiao-ming, B. Summation of fourier series with parameter by Laplace tranforms. Appl Math Mech 14, 859–866 (1993). https://doi.org/10.1007/BF02457480

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  • DOI: https://doi.org/10.1007/BF02457480

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