Characterizing hysteretic materials in complex systems from vibration measurements

A. Liem, J. McDaniel
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Abstract

A new method is proposed for estimating the material properties of a component in a complex system given vibration measurements taken at points on the system. The method begins by identifying a set of unknown material parameters for each material. A finite element model is constructed using initial estimates of these parameters. A set of error metrics is defined and each metric is assumed to be zero when the correct parameters are used in the model. These error metrics may, for example, include averages of vibrational responses or modal properties. By evaluating the finite element model as the material parameters are varied, relationships between the material parameters and the error metrics are established. The best estimates of the material parameters are found by requiring that all error metrics be zero. The method is particularly valuable when applied to the in situ determination of hysteretic material properties, in which the frequency-dependent constitutive law might contain several unknown paramete...
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从振动测量中表征复杂系统中的滞回材料
提出了一种新的方法来估计在一个复杂系统的一个部件的材料性能给定振动测量在系统上的点。该方法首先为每种材料识别一组未知的材料参数。利用这些参数的初始估计值构建了有限元模型。定义了一组误差度量,当在模型中使用正确的参数时,假设每个度量为零。例如,这些误差度量可能包括振动响应或模态特性的平均值。通过计算材料参数变化时的有限元模型,建立了材料参数与误差指标之间的关系。通过要求所有误差度量为零,可以找到材料参数的最佳估计。该方法尤其适用于材料迟滞特性的原位测定,其中频率相关的本构律可能包含几个未知参数。
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