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Dynamical model updating based on gradient regularization method

机译:基于梯度正则化方法的动态模型更新

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Modulus of elasticity is an important input parameter in all kinds of structural analyses. The mathematical model used to identify the structural elastic modulus with measured Frequencies and mode shapes at several points is thusly built up in this paper, and then Gradient-Regularization method, an inverse problem solution method, is employed to solve the problem. General finite element program is compiled, and numerical examples have proved that the method of this thesis is efficient. The issues such as the choice of model error and the choice of measuring points are discussed as well.
机译:弹性模量是各种结构分析中的重要输入参数。因此,在本文中建立了用于识别具有测量频率和模式形状的结构弹性模量的数学模型,然后采用梯度 - 正则化方法,渐变正则化方法来解决问题。一般有限元计划被编译,并证明了本论文的方法是有效的。还讨论了诸如模型误差和测量点的选择之类的问题。

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