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Mid-Frequency Analysis Using a CMS Approach

机译:使用CMS方法进行中频分析

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In analyzing the behavior of a structure/system, the low frequency response can be readily determined using deterministic approaches. The high frequency behavior can be estimated using statistical based solutions, most common of which being SEA. In between the high and low frequencies, there is a region - the mid-frequency region for a lack of a better description, - where the response of the structure is very much controlled by the structure modal behavior, and slight variations in the physical characteristics and parameters of the structure can create significant differences in the response. General statistical approaches, such as SEA, do not capture the modal behavior and therefore will not closely represent the behavior of the structure. Therefore an approach based on deterministic methods with the introduction of statistical variations is required. The question is to how efficiently introduce the statistical variations. Using an approach developed by Mace and Shorter, based on the component mode synthesis (CMS) method and the perturbation of modes, an analysis is performed of a T-beam structure for which response results are available in the literature. CMS based results using perturbations of the structure physical characteristics or the modes are computed and compared to the available results.
机译:在分析结构/系统的行为时,可以使用确定性方法容易地确定低频响应。可以使用基于统计的解决方案来估计高频行为,其中最常见的是海洋。在高频率和低频之间,存在一个区域 - 中间频率区域,用于缺乏更好的描述 - 其中结构的响应非常多地通过结构模态行为控制,以及物理特性的略有变化结构的参数可以在响应中产生显着差异。一般统计方法,如海,不捕获模态行为,因此不会密切代表结构的行为。因此,需要一种基于具有统计变异的确定方法的方法。问题是有效地介绍统计变异。使用由MACE开发的方法和更短,基于组件模式合成(CMS)方法和模式的扰动,对T梁结构进行分析,其中文献中可获得响应结果。基于CMS的基于结果,使用结构物理特性或模式的扰动进行了计算,并与可用结果进行了比较。

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