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斜支承弹簧非线性减振系统的固有振动 被引量:14

Study on the natural vibration of nonlinear vibration reduced system with inclined spring support
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摘要 研究了斜支承弹簧非线性减振系统的固有振动,建立了非线性减振系统的振动控制方程,采用L-P法推导出了斜支承弹簧非线性减振系统固有频率的近似公式,讨论分析了斜支承弹簧非线性减振系统减振效果好的原因,为斜支承弹簧减振器的设计提供了理论依据. The natural vibration of nonlinear vibration reduced system with inclined spring support was studied in this paper.Its governing equation was presented,and then the formula for its natural frequency was deduced by L-P method.Finally the reason that why nonlinear vibration reduced system with inclined spring support does well in reducing vibration was analyzed.The study provided the basic information for the design of the vibration reduced system with inclined spring support.
作者 吴晓 杨立军
出处 《空间结构》 CSCD 北大核心 2008年第4期50-52,共3页 Spatial Structures
基金 湖南"十一五"重点建设学科资助项目(湘教通〔2006〕180号)
关键词 斜支承 弹簧 非线性 减振系统 固有频率 inclined supporting spring nonlinearity vibration reduced system natural frequency
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同被引文献52

  • 1吴晓,罗佑新,杨立军.基础位移激励下斜支承弹簧减振系统的振动[J].振动与冲击,2009,28(11):115-117. 被引量:10
  • 2孙勇,张明辉.包装动力学中的非线性问题[J].包装工程,1995,16(1):5-10. 被引量:19
  • 3孙勇,杨明朗,张明辉.非线性系统受随机激励时的缓冲设计[J].南昌大学学报(工科版),1996,18(4):1-4. 被引量:8
  • 4WANG Zhi-wei, HU Chang-ying. Shock Spectra and Damage Boundary Curves for Nonlinear Package Cushioning System [J]. Packaging Technology and Science, 1999,12(5): 207-217.
  • 5Wang Z W, Hu C Y. Shock spectra and damage boundary curves for nonlinear package cushioning system [ J ]. Packaging Technology and Science. 1999, 12(5) : 207 - 217.
  • 6WANG Zhi-wei, HU Chang-ying. Shock Spectra and Damage Boundary Curves for Nonlinear Package Cushioning System[J]. Packaging Technology and Science, 1999,12 (5) : 207-217.
  • 7WANG Zhi-wei, HU Chang ying. Shock Spectra and Damage Boundary Curves for Nonlinear Package Cushioning System[J]. Packaging Technology and Science, 1999,12 (5) :207-217.
  • 8Wang Z W, Hu C Y. Shock spectra and damage boundary curves for nonlinear package cushioning system[J]. Packaging Technology and Science, 1999, 12(5): 207-217.
  • 9HE Ji-huan. Variational Iteration Method Some Recent Results and New Interpretations[J]. Journal of Compution and Applied Mathematics, 2007,207 ( 1 ) : 3 - 17.
  • 10孔凡玲.斜支承包装系统动力学特性研究[D].无锡:江南大学.2012.

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