Nonlinear Primary Vibration of Circular Sandwich Plates and Modal Analysis

Xiao Man Liu; Guo Jun Du; Yu Da Hu; Xiao Xia Niu

doi:10.4028/www.scientific.net/AMR.291-294.1621

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HomeAdvanced Materials ResearchAdvanced Materials Research Vols. 291-294Nonlinear Primary Vibration of Circular Sandwich...

Nonlinear Primary Vibration of Circular Sandwich Plates and Modal Analysis

Abstract:

The nonlinear forced vibration of damped circular sandwich plates is studied. From the movement equations of circular sandwich plate expressed in displacement components, got the relevant nonlinear vibration equation by Galerkin method. The changing of initial deflection, stiffness and a harmonic force which can affect kinetic characteristic of configuration was researched. The FRF of primary resonance periodical solutions were obtained, synchronously modal analysis experiment for composite material plates were tested.

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Periodical:

Advanced Materials Research (Volumes 291-294)

Pages:

1621-1624

DOI:

https://doi.org/10.4028/www.scientific.net/AMR.291-294.1621

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Online since:

July 2011

Authors:

Xiao Man Liu, Guo Jun Du, Yu Da Hu, Xiao Xia Niu

Keywords:

Circular Sandwich Plate, MISO, Modal Analysis, Nonlinear, Primary Resonance

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References

[1] Zhou Youhe: Journal of Applied Mechanics,Vol. 9(1992), pp.119-127.

Google Scholar

[2] Wang Jinying, Chen Kejin: Applied Mathematics and Mechanics, Vol. 14(1993), pp.165-171.

Google Scholar

[3] A.Allahverdizadeh, M.H. Naei, M.Nikkhah Bahrami: Journal of Sound and Vibration, Vol. 4(2008), pp.966-984..

DOI: 10.1016/j.jsv.2007.08.011

Google Scholar

[4] S.Stoykov, P.Ribeiro. Journal of Sound and Vibration, Vol. 3(2008), pp.116-121

Google Scholar

[5] Yuan Hong, Li Shanqing, Liu Renhuai: Applied Mathematics and Mechanics, Vol. 28(2007), pp.847-853.

Google Scholar

[6] Liu Renhuai: Engineering, Vol. 2(2001), pp.60-67.

Google Scholar

[7] Liu Renhuai,Li Dong,Yuan Hong: J. of Vibration Engineering, Vol. 18(2005), pp.395-405..

Google Scholar

[8] Du Guojun, Li Huijian: Applied Mathematics and Mechanics, Vol. 21(2000), pp.217-226

Google Scholar

[9] Du Guojun, Zhang Xiuli, Hu Yuda: Journal of Vibration and Shock, Vol. 26(2007) pp.156-159.

Google Scholar

[10] Du Guojun., Ma Jianqing.: Applied Mathematics and Mechanics, Vol. 28(2007), pp.1081-1091.

Google Scholar

[11] Du Guojun., Hu Yuda., Zhang Xiuli: Engineering Mechanics, Vol. 25(2008), pp.39-44.

Google Scholar

[12] Li Yinshan,Zhang Shanyuan,Zhang Minglu,Li Tong: Journal of Vibration and Shock, Vol. 25(2006), pp.115-120

Google Scholar

[13] Li Yinshan,Chen Yushu,Li Weifeng: J. of Tianjin University , Vol. 34 (2001), pp.718-722.

Google Scholar