ISSLEDOVANIE RASPROSTRANENIYA NEUSTANOVIVSHIKHS'YA VOLN V ZHIDKOSTI KONECHNOI GLUBINY S UCHETOM VLIYANIYA UPRUGOGO POLUPROSTRANSTVA.

V. A. Tkachenko

ISSLEDOVANIE RASPROSTRANENIYA NEUSTANOVIVSHIKHS'YA VOLN V ZHIDKOSTI KONECHNOI GLUBINY S UCHETOM VLIYANIYA UPRUGOGO POLUPROSTRANSTVA.

Translated title of the contribution: Study of Unsteady Wave Propagation in a Fluid of Finite Depth with Allowance for the Effect of an Elastic Half-space.

V. A. Tkachenko

Department of Mathematics

Research output: Contribution to journal › Article › peer-review

Abstract

The deviation of the free surface of a fluid in a system consisting of a fluid layer and a elastic half-space is determined with the aid of Laplace integral transforms with respect to time and Fourier transforms with respect to the spatial coordinate in the Laplacian image space. The transfer to the space of the originals is realized by numerical inversion of the Laplace transform with the aid of skewed Legendre polynomials.

Translated title of the contribution	Study of Unsteady Wave Propagation in a Fluid of Finite Depth with Allowance for the Effect of an Elastic Half-space.
Original language	Russian
Pages (from-to)	16-19
Number of pages	4
Journal	Gidromekhanika
Issue number	44
State	Published - 1 Jan 1981

ASJC Scopus subject areas

General Engineering

Cite this

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title = "ISSLEDOVANIE RASPROSTRANENIYA NEUSTANOVIVSHIKHS'YA VOLN V ZHIDKOSTI KONECHNOI GLUBINY S UCHETOM VLIYANIYA UPRUGOGO POLUPROSTRANSTVA.",

abstract = "The deviation of the free surface of a fluid in a system consisting of a fluid layer and a elastic half-space is determined with the aid of Laplace integral transforms with respect to time and Fourier transforms with respect to the spatial coordinate in the Laplacian image space. The transfer to the space of the originals is realized by numerical inversion of the Laplace transform with the aid of skewed Legendre polynomials.",

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N2 - The deviation of the free surface of a fluid in a system consisting of a fluid layer and a elastic half-space is determined with the aid of Laplace integral transforms with respect to time and Fourier transforms with respect to the spatial coordinate in the Laplacian image space. The transfer to the space of the originals is realized by numerical inversion of the Laplace transform with the aid of skewed Legendre polynomials.

AB - The deviation of the free surface of a fluid in a system consisting of a fluid layer and a elastic half-space is determined with the aid of Laplace integral transforms with respect to time and Fourier transforms with respect to the spatial coordinate in the Laplacian image space. The transfer to the space of the originals is realized by numerical inversion of the Laplace transform with the aid of skewed Legendre polynomials.

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M3 - מאמר

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JF - Gidromekhanika

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ER -

ISSLEDOVANIE RASPROSTRANENIYA NEUSTANOVIVSHIKHS'YA VOLN V ZHIDKOSTI KONECHNOI GLUBINY S UCHETOM VLIYANIYA UPRUGOGO POLUPROSTRANSTVA.

Abstract

ASJC Scopus subject areas

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