Dynamic Response Analysis of Fuzzy Stochastic Truss Structures under Fuzzy Stochastic Excitation

被引：0
|
作者：
Juan Ma
Jian-jun Chen
Wei Gao
机构：
[1] Xidian University,School of Electronic Mechanical Engineering
[2] The University of New South Wales,School of Mechanical and Manufacturing Engineering
来源：
Computational Mechanics | 2006年 / 38卷
关键词：
Fuzzy factor method; Fuzzy stochastic truss; Fuzzy stochastic step load; Fuzzy stochastic dynamic response;
D O I：
暂无
中图分类号：
学科分类号：
摘要：
A novel method (Fuzzy factor method) is presented, which is used in the dynamic response analysis of fuzzy stochastic truss structures under fuzzy stochastic step loads. Considering the fuzzy randomness of structural physical parameters, geometric dimensions and the amplitudes of step loads simultaneously, fuzzy stochastic dynamic response of the truss structures is developed using the mode superposition method and fuzzy factor method. The fuzzy numerical characteristics of dynamic response are then obtained by using the random variable’s moment method and the algebra synthesis method. The influences of the fuzzy randomness of structural physical parameters, geometric dimensions and step load on the fuzzy randomness of the dynamic response are demonstrated via an engineering example, and Monte-Carlo method is used to simulate this example, verifying the feasibility and validity of the modeling and method given in this paper.
引用
收藏
页码：283 / 292
页数：9
相关论文
共 50 条
  • [21] Time-dependent fuzzy stochastic reliability analysis of structures
    Graf, Wolfgang
    Sickert, Jan-Uwe
    UNCERTAINTY IN MECHANICAL ENGINEERING, 2012, 104 : 45 - 54
  • [22] Dynamic response expansion and its error analysis of space truss structures under step excitation
    Wu, Xiaoshun
    Cheng, Runhui
    Zhendong yu Chongji/Journal of Vibration and Shock, 2022, 41 (17): : 213 - 220
  • [23] Response analysis of stochastic parameter structures under non-stationary random excitation
    Li, J
    Liao, ST
    COMPUTATIONAL MECHANICS, 2001, 27 (01) : 61 - 68
  • [24] Response analysis of stochastic parameter structures under non-stationary random excitation
    Jie Li
    Songtao Liao
    Computational Mechanics, 2001, 27 : 61 - 68
  • [25] The stochastic method of weighted residuals for predicting dynamic response of random structure under stochastic excitation
    Lei, Z
    Qiu, C
    COMMUNICATIONS IN NUMERICAL METHODS IN ENGINEERING, 1998, 14 (05): : 419 - 427
  • [26] The general theory for response analysis of fuzzy stochastic dynamical systems
    Zhang, Y
    Wang, GY
    Su, F
    FUZZY SETS AND SYSTEMS, 1996, 83 (03) : 369 - 405
  • [27] A fuzzy random approach of stochastic seismic response spectrum analysis
    Marano, Giuseppe Carlo
    Morrone, Emiliano
    Sgobba, Sara
    Chakraborty, Subrata
    ENGINEERING STRUCTURES, 2010, 32 (12) : 3879 - 3887
  • [28] Fuzzy stochastic reliability analysis of slopes
    Lu Xi-lin
    Qian Jian-gu
    Lu Long
    Lu En-lin
    ROCK AND SOIL MECHANICS, 2008, 29 (12) : 3437 - 3442
  • [29] Fuzzy stochastic finite element analysis
    Sickert, J. -U.
    Moeller, B.
    Graf, W.
    APPLICATIONS OF STATISICS AND PROBABILITY IN CIVIL ENGINEERING, 2007, : 253 - 254
  • [30] PLASTIC ADAPTATION OF STRUCTURES UNDER STOCHASTIC EXCITATION
    BARATTA, A
    JOURNAL OF STRUCTURAL MECHANICS, 1977, 5 (04): : 421 - 450
12345