A close examination of high-frequency residual terms trends

M. Duarte
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Abstract

In order to use response data such as frequency response functions (FRFs) in further dynamic analysis without introducing large errors, it is important to correctly predict the levels of vibration involved. To that end, an understanding of residual mode information is essential. Although the effects of neglecting residual terms are known and some solutions to this problem already exist, there is a lack of full understanding of their trends for a deeper and better solution to this problem. When are residual terms really important? To answer this question, a thorough investigation was undertaken to discover new residual term trends and to study some known ones. Only high-frequency residual terms are investigated in this paper. Their importance at resonance and anti-resonance, at point and transfer FRFs, as well as at translational and rotational FRFs, is investigated. A relationship is shown between the mass of the system and the high-frequency residual terms and this is the base for the formulation of the high-frequency residual term developed by the author, called the mass-residual approach. Examples are given at the end of the paper to illustrate and clarify the trends presented.
高频剩余项趋势的仔细检查
为了在不引入大误差的情况下在进一步的动力分析中使用频率响应函数(frf)等响应数据,正确预测所涉及的振动水平是很重要的。为此,了解残差模态信息是必不可少的。虽然忽略残差项的影响是已知的,并且已经有了一些解决这个问题的方法,但是对它们的趋势缺乏充分的了解,从而无法更好地深入解决这个问题。什么时候剩余条款真的很重要?为了回答这个问题,进行了一次彻底的调查,以发现新的剩余期限趋势,并研究一些已知的趋势。本文只研究高频残差项。研究了它们在共振和反共振、点频响和转移频响以及平移和旋转频响中的重要性。系统的质量与高频残差项之间存在关系,这是作者提出的高频残差项公式的基础,称为质量残差法。在文章的最后给出了实例来说明和澄清所提出的趋势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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