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Structural model generation by means of a stationary vibration test

机译:通过静态振动测试生成结构模型

摘要

The invention relates to methods for adapting a mass matrix M 1 and a spring matrix K 1 of a computer structure model (10), wherein M 1 and K 1 are used for modeling mechanical properties of a physical structure (20). The method has the following steps: Generating (S1) a vibration excitation of the physical structure (20), Detecting (S2) an oscillation response A S of the physical structure (20) to the vibration excitation, Determining (S3) a mass matrix M 2 for the air moving along with the vibrational excitation with the physical structure (20), Determining (S4) a value W R of a dynamic property of the computer structure model (10) using a mass matrix M 3 and the spring matrix K 1 in the computer structure model (10), where M 3 is generated from M 1 and M 2 , Comparing (S5) a value W S of the dynamic property of the physical structure (20) determined by the oscillation response A S with the value W R , - Matching (S6) of M 1 and K 1 in the computer structure model (10) to M 1 * and K 1 * depending on the difference between W S and W R , and - Providing (S7) the determined parameters M 1 * and K 1 *.
机译:本发明涉及用于对计算机结构模型(10)的质量矩阵M 1 和弹簧矩阵K 1进行适配的方法,其中M 1 和K 1 用于模拟物理结构的机械性能(20)。该方法具有以下步骤:生成(S1)物理结构(20)的振动激励;检测(S2)物理结构(20)的的振动响应A S;确定(S3)具有伴随物理结构(20)的振动激励的空气运动的质量矩阵M 2 ,确定(S4)a的值W R计算机结构模型(10)中使用质量矩阵M 3 和弹簧矩阵K 1 的计算机结构模型(10)的动态特性,其中M 3是从M 1 和M 2 生成的,比较(S5)物理特性的动态值W S振动响应A S 由值W R 确定的结构(20)--M 1 和K 1 取决于M 1 *和K 1 *取决于W S 和W R ,以及-提供(S7)确定的参数M 1 *和K 1 *。

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