嵌入式共固化复合材料夹芯板结构的自由振动

翟彦春1,2,梁森2, 付小静2

振动与冲击 ›› 2017, Vol. 36 ›› Issue (16) : 229-233.

PDF(869 KB)
PDF(869 KB)
振动与冲击 ›› 2017, Vol. 36 ›› Issue (16) : 229-233.
论文

嵌入式共固化复合材料夹芯板结构的自由振动

  • 翟彦春1,2 ,梁森2,  付小静2
作者信息 +

Free Vibration of the Embedded Co-Cured Composite Sandwich Plate

  • ZHAI Yan-chun1,2  LIANG Sen2  FU Xiaojing2
Author information +
文章历史 +

摘要

本文基于一阶ZIG-ZAG理论和夹芯层的常复数模型,采用Navier解形式对铺层方式为(0o/90o/0o)的薄的四边简支三层夹芯板的自由振动进行分析。研究了在夹芯板总厚度不变的前提下,固有频率随着表层厚度的增加呈现先减小后增大的趋势,呈上凹抛物线状;损耗因子值随着表层厚度的增加呈现先增大后降低的趋势,分布呈下凸抛物线状,最大值出现在表层和底层厚度相等时,因此对称结构夹芯板为最优结构设计;在夹芯层厚度和位置一定的前提下,固有频率的值随着表层和底层厚度的增加而增大,损耗因子值随着表层和底层厚度的增加呈现先增加后减小的趋势,损耗因子存在最大值,为夹芯板结构的最优设计提供参考。

Abstract

Analysis of Free Vibration of thin composite sandwich plate with four simply supported edges and (0o/90o/0o) laying-up was conducted using the Navier solution based on the first-order ZIG-ZAG theory and constant complex model.On the condition that thinkness of total plate remain unchanged,nature frequency that tended to go from descent to ascent with the increase of the thickness of surface layer presented a concave parabolic distribution; loss factor that tended to go from increase to decrease with the ascent of the thickness of surface layer presented a conves parabolic distribution.So symmetrical structure sandwich plate is the optimal structure design. On the condition that thinkness and location of viscoelastic layer keep constant,the natural frequencies can be improved with the increase of thickness of surface layer; loss factor tended to go from increase to decrease with the ascent of the thickness of surface layer and presented a parabolic distribution. All of this can provide the reference for the optimal design of sandwich plate structure.

关键词

复合材料 / 夹芯板 / 自由振动 / 固有频率 / 损耗因子

Key words

embedded co-cured composite;sandwich plate / free vibration / natural frequency / loss factor

引用本文

导出引用
翟彦春1,2,梁森2, 付小静2. 嵌入式共固化复合材料夹芯板结构的自由振动[J]. 振动与冲击, 2017, 36(16): 229-233
ZHAI Yan-chun1,2 LIANG Sen2 FU Xiaojing2. Free Vibration of the Embedded Co-Cured Composite Sandwich Plate[J]. Journal of Vibration and Shock, 2017, 36(16): 229-233

参考文献

[1] 梁森,梁磊,米鹏. 嵌入式共固化复合材料阻尼结构的新进展[J].应用力学学报, 2010, 27(4):767-771.
Liang Sen, Liang Lei,Mi Peng. New development of the embedded and co-cured composite damping structres[J]. Chinese Journal of Applied Mechanics, 2010, 27(4):767-771.
[2] 许广举,陈庆樟,李学智,等.复合阻尼材料降低柴油机噪声的试验研究[J]. 机械设计与制造, 2015(5):160-163.
Xu Guang-ju,Chen Qing-zhang,Li Xue-zhi et al.Experimental Study on reducing noise of diesel engine by composite damping material[J].Mechinery Design ﹠Manufacture, 2015(5):160-163.
[3] 李祚军, 张娟, 王佩艳,等. T700/3234碳纤维层合板的拉伸疲劳特性分析[J]. 机械设计与制造, 2013(10):4-6.
Li Zuo-jun,Zhang Juan,Wang Pei-yan et al.Tensile and fatigue properities of T700/3234 carbon fiber reinforced composite laminates[J]. Mechinery Design ﹠Manufacture, 2013(10):4-6.
[4] Yang C, Jin G, Ye X, et al. A modified Fourier–Ritz solution for vibration and damping analysis of sandwich plates with viscoelastic and functionally graded materials[J]. International Journal of Mechanical Sciences, 2016, 106:1-18.
[5] 杨坤, 梅志远,李华东.粘弹性芯材复合材料夹芯板的自由振动分析[J].海军工程大学学报, 2012, 24(5):6-11.
YANG Kun,MEI Zhi-yuan. Analysis of free vibration of composite sandwich with viscoelastic core layer[J]. Journal of Naval University of Engineering, 2012, 24(5):6-11.
[6] Tu T M, Le N T, Quoc T H. Finite element modeling for bending and vibration analysis of laminated and sandwich composite plates based on higher-order theory[J].
Computational Materials Science, 2010, 49(4):S390–S394.
[7] 胡明勇, 王安稳. 纤维增强粘弹性复合材料层合板的自由振动和应力分析[J]. 工程力学, 2010, 27(8):10-14.
HU Ming-yong,WANG An-wen.Free vibration and stresses analysis of fiber-reinforced viscoelastic composite laminated plates[J]. Engineering Mechanics, 2010, 27(8):10-14.
[8] Araújo A L, Soares C M M, Soares C A M. A Viscoelastic Sandwich Finite Element Model for the Analysis of Passive,Active and Hybrid Structures[J]. Applied Composite  Materials, 2010, 17(5):529-542.
[9] Alipour M M. An analytical approach for bending and stress analysis of cross/angle-ply laminated composite plates under arbitrary non-uniform loads and elastic
foundations[J]. Archives of Civil & Mechanical Engineering, 2016, 16(2):193-210.
[10] Arikoglu A, Ozkol I. Vibration Analysis of Composite Sandwich Plates by the Generalized Differential Quadrature Method[J]. Aiaa Journal, 2012, 50(3):620-630.
[11] P. Cupial, Niziol J. Vibration and damping analysis of a three-layered composite plate with a viscoelastic mid-layer[J]. Journal of Sound & Vibration, 1995, 183(1):99-1

PDF(869 KB)

303

Accesses

0

Citation

Detail

段落导航
相关文章

/