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Identification of a dynamic system using ambient vibration measurements

机译:使用环境振动测量来识别动态系统

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This paper demonstrates how ambient vibration measurements at a limited number of locations can be effectively utilized to estimate parameters of a finite element model of a large-scale structural system involving a large number of elements.System identification using ambient vibration measurements presents a challenge requiring the use of special identification techniques, which can deal with very small magnitudes of ambient vibration contaminated by noise without the knowledge of inputforces. In the present study, the modal parameters such as natural frequencies, damping ratios, and mode shapes of the structural system were estimated by means of appropriate system identification techniques including the random decrement method.Moreover, estimation of parameters such as the stiffness matrix of the finite element model from the system response measured by a limited number of sensors is another challenge. In this study, the system stiffness matrix was estimated by using thequadratic optimization involving the computed and measured modal strain energy of the system, with the aid of a sensitivity relationship between each element stiffness and the modal parameters established by the second-order inverse modal perturbationtheory. The fin ite element models thus identified represent the actual structural system very well, as their calculated dynamic characteristics satisfactorily matched the observed ones from the ambient vibration test performed on a large-scale structural system subjected primarily to ambient wind excitations. It is noted that newly developed optical fiber accelerometers were used for this ambient vibration test. The dynamic models identified by this study will be used for design of an active mass dampersystem to be installed on this structure for suppressing its wind vibration.
机译:本文演示了如何有效利用有限位置处的环境振动测量结果来估计包含大量元素的大型结构系统有限元模型的参数。使用环境振动测量结果进行系统识别提出了一个挑战使用特殊的识别技术,可以在不知道输入力的情况下处理很小量的被噪声污染的环境振动。在本研究中,通过适当的系统识别技术(包括随机减量法)估算了结构系统的模态参数,例如固有频率,阻尼比和振型,此外还估算了结构刚度矩阵等参数。从有限数量的传感器测得的系统响应中获得有限元模型是另一个挑战。在这项研究中,系统的刚度矩阵是通过使用二次优化来估算的,该二次优化涉及计算和测量的系统模态应变能,并借助于每个单元刚度与由二阶逆模态扰动理论建立的模态参数之间的敏感性关系。 。这样确定的有限元模型非常好地代表了实际的结构系统,因为它们的计算动态特性令人满意地匹配了在主要受到环境风激励的大型结构系统上进行的环境振动测试中观察到的动态特性。注意,新开发的光纤加速度计用于该环境振动测试。这项研究确定的动力学模型将用于设计主动质量阻尼器系统,该系统将安装在该结构上以抑制其风振。

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