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Matrix Decomposition Techniques and Bayesian Inference for Seismic Damage Detection in Structures

机译:基质分解技术和贝叶斯推理结构中地震损伤检测

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In this paper we investigate some modalities of using matrix decomposition techniques and Bayesian models for damage detection in structures, in particular for the seismically induced damages. A stiffness matrix decomposition is employed for the damage detection in J.A. Escobar et al. in 2004 [1]. The modal shapes and vibration frequencies for the damaged state of the structure are used for building its lateral stiffness matrix from which the analytical model is adjusted by means of an iterative process allowing to detect the damaged structural elements. An alternative procedure was earlier proposed by Sohn and Law in 2000 [2] and it employs the Ritz vectors which offer certain advantages. The latter method is effectively based on the Bayes Theorem.
机译:在本文中,我们研究了使用矩阵分解技术和贝叶斯模型的一些方式,用于结构中的损坏检测,特别是对于地震诱导的损害。刚度矩阵分解用于J.A中的损伤检测。 Escobar等人。 2004年[1]。结构损坏状态的模态形状和振动频率用于构建其横向刚度矩阵,通过迭代过程调节分析模型,允许检测损坏的结构元件。 2000年的Sohn和法律提出了另一种程序[2],它采用了丽思载体,提供了某些优势。后一种方法基于贝叶斯定理有效。

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