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IMPROVEMENTS IN THE DYNAWORKS? ISSPA IDENTIFICATION MODULE

机译:动力方面的改进? ISSPA识别模块

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A modal identification method is proposed in theDynaWorks? software: the ISSPA method(Identification of Structural Systems Parameters)developed by the University of Kassel (UKL) enablesto identify natural frequencies and modes, generalisedmasses and damping matrices from measured dynamicresponse data. These response data may be obtainedfrom vibration tests with either base excitation orsingle or multipoint force excitation.Improvements have been implemented in theDynaWorks? module to include new featurescorresponding to the original UKL method and in orderto be more efficient for industrial modal identification.Two methods, curve-fitting of measured frequencyresponse curves and Isspa, identification of physicalsystem matrices, can now be applied separately,depending on the user's selection based on resultsquality. Indeed in some cases, such as non diagonaldamping, ISSPA is more appropriated.A second improvement is implemented on the residualcorrection step used for better representation of theout-of-band modes: the correction is applied on thewhole frequency range consisting of one or more sub-ranges either with the correction obtained from curve-fitting, or with the static correction calculated frommeasured responses in the lowest frequency ranges, orwith user's values.The third feature is the response synthesis using a non-diagonal damping matrix in the case of non-proportional damping, in conjunction with the realmodes which represents an alternative to the complexmodes formulation which is normally used in the caseof non-proportional damping.The method is finally applied on an industrial structurewith base excitation. And the results are presented inthis article.
机译:在DynaWorks中提出了一种模态识别方法。软件:由卡塞尔大学(UKL)开发的ISSPA方法(结构系统参数识别)可从测得的动态响应数据中识别固有频率和模式,广义质量和阻尼矩阵。这些响应数据可以通过使用基本激励或单点激励或多点力激励的振动测试获得。在DynaWorks中已进行了改进?该模块包含与原始UKL方法相对应的新功能,以便更有效地进行工业模态识别。根据用户的选择,现在可以分别应用两种方法,分别是实测频率响应曲线的曲线拟合和Isspa,物理系统矩阵的识别基于结果质量。确实在某些情况下(例如非对角阻尼),更适合使用ISSPA。对残差校正步骤进行了第二次改进,以便更好地表示带外模式:将校正应用于由一个或多个子项组成的整个频率范围-范围可通过曲线拟合获得的校正,也可以根据最低频率范围内测得的响应计算出的静态校正或用户的值进行校正。-第三个功能是在非对角阻尼矩阵的情况下使用非对角阻尼矩阵进行响应合成比例阻尼与实模式相结合,代表了通常用于非比例阻尼情况下的复模公式的替代形式。该方法最终应用于具有基本激励的工业结构。并在本文中介绍了结果。

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