Dynamic Substructuring Method for Vibration Analysis of Complex Structures

被引:0
|
作者
S. Pradeepkumar
P. Nagaraj
机构
[1] Mepco Schlenk Engineering College,Department of Mechanical Engineering
关键词
Sub-structuring; Component mode synthesis; Krylov reduction; Model reduction; Super-elements; Tactile response;
D O I
暂无
中图分类号
学科分类号
摘要
Dynamic sub-structuring technique is often employed to determine the structural dynamics of the large complex structural system. This technique reduces the complexity of numerical models obtained during structural analysis and eventually helps obtain accurate, efficient, and cost-effective model reduction. In this paper, Craig–Bampton method is adopted to evaluate the performance of model reduction. The structural system is considered to be an assembly of sub-systems and these sub-systems are called component modes. Vibration mode for each component is determined separately and is used to get overall dynamics of the whole structural system. The components at interface degrees of freedom satisfy the compatibility conditions of the interconnected components. Natural frequency of each components is determined, using the free-free condition and the fix condition. Durability of the test specimen is estimated by sine sweep test under 30 Hz and 50 Hz. Experimental data are combined with the sub-structural components to get an efficient model of the system. Krylov reduction technique is introduced in this paper to obtain the tactile response. The wind turbine blade is discretized to nodes and elements. The discretized blade consists of solid shell elements with 11,376 elements and tetra solid volume elements having 35,598 elements and the approximate spacing between two nodes is 5 mm. The finite-element model is reduced to sub-structure model with 8937 super-elements. Furthermore, this sub-structure model is reduced to 12 super-elements with 2 at the tip of the blade and 10 at the other end using Krylov reduction.
引用
收藏
页码:313 / 333
页数:20
相关论文
共 50 条
  • [1] Dynamic Substructuring Method for Vibration Analysis of Complex Structures
    Pradeepkumar, S.
    Nagaraj, P.
    JOURNAL OF VIBRATION ENGINEERING & TECHNOLOGIES, 2022, 10 (01) : 313 - 333
  • [2] ON THE DYNAMIC ANALYSIS OF THE COMPLEX STRUCTURES BY VIBRATION TESTING OF THE SUBSTRUCTURES.
    Silas, G.H.
    Revue roumaine des sciences techniques. Serie de mecanique appliquee, 1985, 30 (05): : 467 - 476
  • [3] BUCKLING ANALYSIS OF LARGE AND COMPLEX STRUCTURES BY USING SUBSTRUCTURING TECHNIQUES
    HUANG, J
    WANG, TL
    COMPUTERS & STRUCTURES, 1993, 46 (05) : 845 - 850
  • [5] Eigensensitivitity analysis of large-scale structures by substructuring method
    Song, Xiaodong
    Weng, Shun
    Yang, Guojing
    Yan, Yongyi
    Li, Jiajing
    2020 2ND INTERNATIONAL CONFERENCE ON CIVIL ENGINEERING, ENVIRONMENT RESOURCES AND ENERGY MATERIALS, 2021, 634
  • [6] FREE VIBRATION ANALYSIS USING SUBSTRUCTURING
    GAWRONSKI, W
    JOURNAL OF THE STRUCTURAL DIVISION-ASCE, 1976, 102 (11): : 2247 - 2247
  • [7] FREE VIBRATION ANALYSIS USING SUBSTRUCTURING
    HOLZE, GH
    BORESI, AP
    JOURNAL OF THE STRUCTURAL DIVISION-ASCE, 1975, 101 (12): : 2627 - 2639
  • [8] FREE VIBRATION ANALYSIS USING SUBSTRUCTURING
    Holze, Gordon H.
    Boresi, Arthur P.
    1975, 101 (12): : 2627 - 2639
  • [9] FREE VIBRATION ANALYSIS USING SUBSTRUCTURING
    HOLZE, GH
    BORESI, AP
    JOURNAL OF THE STRUCTURAL DIVISION-ASCE, 1977, 103 (07): : 1495 - 1495
  • [10] Indirect inverse substructuring identification method for coupling dynamic stiffness of vibrational structures
    LU Guangqing
    WANG Minqing
    WANG Bo
    CAO Renjing
    GUO Zhiwei
    PENG Wenbin
    LIU Yujun
    ChineseJournalofAcoustics, 2018, 37 (02) : 241 - 256