期刊文献+

压电锥壳结构振动主动控制研究

INVESTIGATION FOR ACTIVE VIBRATION CONTROL OF PIEZOELECTRIC CONICAL SHELL
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摘要 针对实际工程中所应用的某锥壳模型,利用平面板单元对其进行有限元建模,将分布式压电作动器的影响作为动力学边界条件加入模型当中;试验数据与理论计算结果对比证明该方法能够满足精度要求,此外与通常的层合理论建模方法相比,该方法更加简洁,降低了计算量;利用基于独立模态空间的负速度反馈控制方法对锥壳结构进行了振动主动控制研究,仿真结果可以看出利用少数作动器即可达到理想的控制效果。由于控制器本身比较简单,具有很好的鲁棒性,因此对于实际工程应用具有非常重要的指导意义。 In order to investigate a real conical shell model, plate element is used for the finite element method (FEM) modeling and the influence of distribute piezoelectric actuator is regarded as the boundary conditions in the mathematical modeling. Results of mode calculations with finite element model are accurate enough for engineering applications when compared with experimental results. The method in this paper is much simpler than the laminate method modeling with less calculation. The investigation of active control is based on the negative velocity feedback control in the independent modal space. Results of simulations suggested that the control method is efficient with a limited number of piezoelectric actuators. The controller can be used for reference of engineering applications because it is simole and has well robust.
出处 《工程力学》 EI CSCD 北大核心 2008年第10期235-240,共6页 Engineering Mechanics
基金 "十五"预先研究项目(41320020302)
关键词 振动控制 主动控制 有限单元法 锥壳结构 压电材料 vibration control active control finite element method conical shell piezoelectric material
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参考文献12

  • 1Wang Y L, Liu R H, Wang X W. Free vibration Analysis of truncated conical shells by the differential quadrature method [J]. Journal of Sound and Vibration, 1999, 224(2): 387-394.
  • 2Aksu T. A finite element formulation for free vibration analysis of shells of general shape [J]. Computers and Structures, 1997, 65(5): 687-694.
  • 3Lim C W, Liew K M. Vibratory behavior of shallow conical shells by a global Ritz formulation [J]. Engineering Structures, 1995, 17: 63-70.
  • 4Tzou H S, Tseng C I. Distributed piezoelectric sensor/actuator design for dynamic measurement/control of distributed parameter system: A piezoelectric finite element approach [J]. Journal of Sound and Vibration, 1990, 138(1): 17-34.
  • 5Tzou H S, Fu H Q. A study of segmentation of distributed piezoelectric sensors and actuators, part Ⅰ: Theoretical analysis [J]. Journal of Sound and Vibration, 1994, 172(2): 247 -259.
  • 6Tzou H S, Fu H Q. A study of segmentation of distributed piezoelectric sensors and actuators, part Ⅱ: Parametric study and active vibration controls [J]. Journal of Sound and Vibration, 1994, 172(2): 261-275.
  • 7董兴建,孟光.压电悬臂梁的动力学建模与主动控制[J].振动与冲击,2005,24(6):54-56. 被引量:21
  • 8闫云聚,姜节胜,袁振宇.复合材料层合板振动衰减主动控制力学模型[J].振动与冲击,1997,16(4):54-59. 被引量:5
  • 9吕永桂,魏燕定,吕存养,陈定中,李国平,程耀东.悬臂板振动控制传感器/致动器优化配置[J].兵工学报,2006,27(1):88-92. 被引量:5
  • 10Chaudhzy Z, Rogess C A. The pin-force method revisited [J]. Journal of Intelligent Material System and Structures, 1994, 5(2): 347-354.

二级参考文献26

  • 1张军,谌勇,华宏星,张志谊.卫星减振的试验研究[J].应用力学学报,2006,23(1):76-79. 被引量:10
  • 2阎云聚,测控技术,1996年,4期
  • 3Lin D X,J Composite Material,1984年,18卷,3期
  • 4Han J H,Lee I.Optimal placement of piezoelectric sensors and actuators for vibration control of a composite plate using genetic algorithms[J].Smart MaterialStructure,1999,(8):257 -267.
  • 5Kim H I,Tse P C.Optimal configuration of a piezoelectric patch for vibration control ofisotropic rectangular plates[J].Smart Material Structure,2001,(10):395-403.
  • 6Dimitriadis E K,Fuller C R,Rogers C A.Piezoelectric actuators for distributed vibrationexcitation of thin plates[J].Journal of Vibration and Acoustics,1991,(113):100-107.
  • 7Tzou H S,Tseng C I.Distributed piezoelectric sensor/actuator design for dynamic measurement/control of distributed parametric systems:a piezoelectric finite element approach.Journal of sound and vibration,1990,138:17-34.
  • 8Wang S Y,Quek S T.Vibration control of smart piezoelectric composite plates.Smart materials and Structures,2001,10:637-644.
  • 9Benjeddou A.Advances in piezoelectric finite element modeling of adaptive structural elements:a survey.Computers and Structures,2000,76:347-363.
  • 10Wang Y L,Liu R H,Wang X W.Free vibration Analysis of truncated conical shells by the differential quadrature method[J].Journal of Sound and Vibration,1999,224(2):387-394.

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