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多变量、多分布随机边界元法结构可靠性计算
引用本文:杜文辽,鲍雨梅,梁利华,贾高顺. 多变量、多分布随机边界元法结构可靠性计算[J]. 科技通报, 2001, 17(2): 5-10
作者姓名:杜文辽  鲍雨梅  梁利华  贾高顺
作者单位:浙江工业大学机电工程学院,
基金项目:国家自然科学基金资助项目!(No.5 96 75 0 42 ),浙江省青年人才基金资助项目!(No.RC96 0 1)
摘    要:在对非正态变量正态化的基础上,利用对随机变量求偏导数的方法,了二维弹性随机边界元积分方程,提出了多变量、多分布的随机结构可靠性计算方法,文中主要考虑了材料的随机结构强度,随机材料性能参数以及随机载荷等,数值算例表明,本文的算法是可靠而有效的。

关 键 词:非正态随机变量 正态化 随机边界元法 可靠性分析 多变量 多分布 结构可靠性 计算
文章编号:1001-7119(2001)02-0005-06

The Reliability Analysis for Multi variables and Multi distribution Problems with Stochastic boundary Element Method
DU Wen liao,BAO Yu mei,LIANG Li hua,JIA Gao shun. The Reliability Analysis for Multi variables and Multi distribution Problems with Stochastic boundary Element Method[J]. Bulletin of Science and Technology, 2001, 17(2): 5-10
Authors:DU Wen liao  BAO Yu mei  LIANG Li hua  JIA Gao shun
Abstract:Based on the method of equivalent normalization for non normal variables, the 2D stochastic boundary integral equation is presented in this paper. The partial derivative over the random variables is prescribed. It makes the calculation of the structure's reliability of multi variables and multi distribution problem possible. The random structural strength of material, the random characterized parameters of material and the random loads are considered. Two numerical examples show the effectiveness of the methods.
Keywords:non normal random variables  normalization  stochastic boundary element method  reliability analysis
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