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Application of weighted average on modal parameters for damage detection algorithms: Case study on steel beam

机译:加权平均值在模态参数用于损伤检测算法中的应用:以钢梁为例

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摘要

This study verifies the use of the proposed weighting method by Fayyadh and Abdul Razak (2011a) for damage detection algorithms applied on cracked steel beam. The results of the proposed weighting method for two damage severity algorithms are presented. That is, one based on the natural frequencies and the other based on the mode shape vectors. In addition, the stiffness deterioration based on the mathematical calculation of the change in the second moment of inertia is presented. In order to demonstrate the significance and capability of this new method, the magnitude of damage was calculated from an experimental model on a simply supported solid steel beam. Modal parameters were first obtained for the undamaged state by performing modal testing on the un-cracked steel beam. Subsequently, damage was created by cutting the beam section at mid-span from the tension zone to induce different degrees of flexural damage. The crack was created with different depth such as 2, 5, 10 and 20 mm with a constant width of 2 mm. At each level of damage, the Eigen value analysis was repeated to obtain the modal parameters relevant to the degree of damage induced. Stiffness change based on frequency and mode shapes were obtained; the proposed weighting method was applied and compared to the normal averaging method. Dynamic algorithms were compared to the change in the flexural rigidity as based on the change in the second moment of inertia of the beam cross-section at the crack zone. Proposed method returns one value of stiffness deterioration based on the considered set of modes, without affecting the sensitivity of damage detection algorithms. Flexural rigidity results showed higher sensitivity compared to dynamic algorithms. © 2011 Academic Journals.
机译:这项研究验证了Fayyadh和Abdul Razak(2011a)提出的加权方法在裂纹钢梁损伤检测算法中的应用。提出了两种损伤严重度算法的加权方法的结果。即,一个基于固有频率,另一个基于模式形状矢量。另外,提出了基于第二惯性矩变化的数学计算的刚度劣化。为了证明这种新方法的重要性和功能,根据简单支撑的实心钢梁上的实验模型计算了损伤的大小。首先通过对未破裂的钢梁进行模态测试,获得未损坏状态的模态参数。随后,通过在受拉区域的中跨处切割梁截面以引起不同程度的挠曲破坏,从而造成破坏。产生的裂纹具有不同的深度,例如2、5、10和20 mm,且宽度恒定为2 mm。在每个损伤级别,重复进行特征值分析以获得与引起损伤程度相关的模态参数。获得了基于频率和模态形状的刚度变化;应用了建议的加权方法,并将其与正常平均方法进行了比较。基于裂纹区域梁截面第二惯性矩的变化,将动态算法与抗弯刚度的变化进行了比较。提议的方法基于所考虑的一组模式返回刚度劣化的一个值,而不影响损伤检测算法的敏感性。与动态算法相比,抗弯刚度结果显示出更高的灵敏度。 ©2011年学术期刊。

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