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- W2892810176 abstract "The calculation of response power spectrum of elastic thin plates, the common load-carrying structures in engineering, under distributed random load has been suffering from many problems, such as low efficiency and complicated computation which cause a lot of inconvenience for engineering applications. Therefore, a fast algorithm is introduced in this article to address above problems. Firstly, the function of the cross power spectrum function is projected onto orthogonal domain of multi-dimension Legendre polynomial, and the infinite distributing information is expressed by finite parameters. Secondly, the dynamic response computation of distributed random load is transformed into that of distributed harmonic load. Thirdly, the response power spectrum density for each frequency point can be obtained by vector multiplication. The fast algorithm is accurate; and its efficiency is much higher than a regular algorithm. Moreover, the fast algorithm conveniently illustrates the coherences of distributed random load. Finally, the fast algorithm is compared with a regular algorithm computation. The high efficiency and precision of the fast algorithm is demonstrated in this paper." @default.
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- W2892810176 date "2013-01-01" @default.
- W2892810176 modified "2023-09-23" @default.
- W2892810176 title "A fast algorithm for calculation of random response of elastic thin plate under distributed random load" @default.
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