首页> 外文学位 >Investigation on experimental issues related to frequency response function measurements for frequency based substructuring.
【24h】

Investigation on experimental issues related to frequency response function measurements for frequency based substructuring.

机译:研究与基于频率的子结构的频率响应函数测量相关的实验问题。

获取原文
获取原文并翻译 | 示例

摘要

Frequency Based Substructuring is a very popular approach for the generation of system models from component frequency response data. Analytically, the approach has been shown to produce accurate results. However, implementation with actual test data can cause difficulties and problems with the system response prediction. The source of these experimental difficulties needs to be understood.; This work identifies and addresses commonly encountered issues that contaminate test data and determines the effects of each on the resultant system model. Common approaches used are investigated to show their inability to completely mitigate the problems. An approach is proposed to condition test data for Frequency Based Substructuring using information from a finite element model. This is referred to as VIKING (Variability Improvement of Key Inaccurate Node Groups). This new method uses smoothing functions from the component finite element models to better condition the measured response functions.; The VIKING data conditioning technique is used with analytical simulations with known distortion as well as with actual test data to obtain an accurate system model. A laboratory structure is used to show the application of the technique. Comparisons to other common data smoothing techniques are made to show the usefulness of the proposed VIKING approach.
机译:基于频率的子结构是从组件频率响应数据生成系统模型的一种非常流行的方法。从分析上看,该方法已显示出准确的结果。但是,使用实际测试数据实施可能会给系统响应预测带来困难和问题。这些实验困难的根源需要被理解。这项工作可以识别并解决污染测试数据的常见问题,并确定每个问题对结果系统模型的影响。对常用的方法进行了研究,以表明它们无法完全缓解问题。提出了一种使用来自有限元模型的信息来调节基于频率的子结构的测试数据的方法。这被称为VIKING(关键不准确节点组的变量改进)。这种新方法使用了组件有限元模型中的平滑函数来更好地调节所测得的响应函数。 VIKING数据调节技术可与已知失真的分析模拟以及实际测试数据一起使用,以获得准确的系统模型。实验室结构用于说明该技术的应用。与其他常用数据平滑技术进行了比较,以显示所提出的VIKING方法的有用性。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号