Dynamic Solution of Hyperbolic Cooling Tower with Nonsymmetric Imperfections by Finite Element Method

Gao Shi-qiao; Lu Wen-da

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Article Navigation > Applied Mathematics and Mechanics > 1988 > 9(6): 475-480

Gao Shi-qiao, Lu Wen-da. Dynamic Solution of Hyperbolic Cooling Tower with Nonsymmetric Imperfections by Finite Element Method[J]. Applied Mathematics and Mechanics, 1988, 9(6): 475-480.

Citation:

Gao Shi-qiao, Lu Wen-da. Dynamic Solution of Hyperbolic Cooling Tower with Nonsymmetric Imperfections by Finite Element Method[J]. Applied Mathematics and Mechanics, 1988, 9(6): 475-480.

Citation:

Gao Shi-qiao, Lu Wen-da. Dynamic Solution of Hyperbolic Cooling Tower with Nonsymmetric Imperfections by Finite Element Method[J]. Applied Mathematics and Mechanics, 1988, 9(6): 475-480.

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Dynamic Solution of Hyperbolic Cooling Tower with Nonsymmetric Imperfections by Finite Element Method

Shanghai Institute of Appl, Math and Mech., Shanghai

Received Date: 1987-03-23
Publish Date: 1988-06-15

Abstract

Abstract

In this paper, an apprf dmate method is established to solve the couple problem between different harmonic waves in terms of the needs of nonsymmetric imperfections of cooling tower. By means of this method, the frequencies and response of rotational shell with local geometric imperfections are analysed and calculated.

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References(4)

References

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