实验空间矩阵辨识作为一个实用的力学反问题

M. Okuma, T. Oho
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引用次数: 1

摘要

本文提出了一种识别一组空间矩阵的方法,这些空间矩阵是物理域内机械结构运动方程的系数矩阵。该方法的输入数据是在有限的感兴趣频率范围内实验测量的一组频率响应函数和测量点的坐标数据。这是一个实际的工程反问题。本文给出了反问题的定义和方法。最后,通过一个简单的算例验证了该方法的有效性和实用性。
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Experimental Spatial Matrix Identification as a Practical Inverse Problem in Mechanics
This paper presents a method for identifying a set of spatial matrices, which are the coefficient matrices of equations of motion for mechanical structures in the physical domain. The input data for the method are a set of frequency response functions measured experimentally within a limited frequency range of interest and the coordinate data of measurement points. This is a practical engineering inverse problem. The definition of the inverse problem and the method developed are presented in this paper. In addition, a simple example is shown to demonstrate its practical validity and usefulness.
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