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APPLICATION OF THE PROBABILISTIC `DYNAMIC SYNTHESIS METHOD TO REALISTIC STRUCTURES

机译:概率动态综合方法在现实结构中的应用

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The probabilistic dynamic synthesis(PDS) method is a technique for obtaining the statistics of a desired response engineering quantity for a structure with nondeterministic parameters. The method uses measured data from modal testing of the structure as the input random variables, rather than more primitive quantities like geometry or material variation. This modal information is much more comprehensive and easily measured than the primitive information. The probabilistic analysis is carried out using either response surface reliability methods or Monte Carlo simulation. In previous work the feasibility of the PDS method applied to a simple seven-degree-of-freedom spring-mass system was verified. In this paper extensive issues involved with applying the method to a realistic three-substructure system are examined, and free- and forced-response analyses are performed. The results from using the method are promising ,especially when the lack of alternatives for obtaining quantitative output for probabilistic structures is considered.
机译:概率动态综合(PDS)方法是一种用于获得具有不确定参数的结构的所需响应工程量的统计信息的技术。该方法使用来自结构模态测试的测量数据作为输入随机变量,而不是更多的原始量(例如几何形状或材料变化)。与原始信息相比,此模态信息要全面得多且易于测量。概率分析是使用响应面可靠性方法或蒙特卡洛模拟进行的。在先前的工作中,已经验证了将PDS方法应用于简单的七自由度弹簧质量系统的可行性。在本文中,研究了将该方法应用于实际的三子结构系统所涉及的广泛问题,并进行了自由响应和强迫响应分析。使用该方法的结果是有希望的,特别是当考虑到缺乏为概率结构获得定量输出的替代方法时。

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