Damage diagnosis using time series analysis of vibration signals
By Hoon Sohn, Charles R. Farrar. 2001
672 citations recorded by the source corpus.
Subfields: Civil and Structural Engineering, Control and Systems Engineering, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/67abdab7016e83abdd7ae51c5cbb5b9001475b14
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Civil and Structural Engineering
- Hoon Sohn
- Charles R. Farrar
- Fotis P. Kopsaftopoulos
- Gyuhae Park
- Jerome P. Lynch
- Spilios D. Fassois
- Keith Worden
- Daniel J. Inman
In Control and Systems Engineering
- Jerome P. Lynch
- Hoon Sohn
- Fotis P. Kopsaftopoulos
- Spilios D. Fassois
- F. Gao
- Yong Lu
- B. Pabla
- Deepam Goyal
In Mechanics of Materials
- Charles R. Farrar
- Jerome P. Lynch
- Hoon Sohn
- Gyuhae Park
- Fotis P. Kopsaftopoulos
- Spilios D. Fassois
- Keith Worden
- Garrison W. Cottrell
Citations in the corpus
- A novel time-domain auto-regressive model for structural damage diagnosis (2005, methodology): “To highlight the improvement of the present method in detecting this kind of damage, a comparison is made between the performance of the present model as shown above and the model proposed by Sohn and Farrar [2].”
- An overview of wireless structural health monitoring for civil structures (2007, methodology): “(b ) Autoregressive model fitting Sohn & Farrar (2001) propose a novel approach for detecting damage in structures whose vibration characteristics exhibit sensitivity to environmental and operational variations.”
- A review of vibration-based structural health monitoring with special emphasis on composite materials (2006, methodology): “In order to address this issue in the context of continuous online monitoring, Sohn et al. (2005) proposed a technique which does not rely on any past baseline signals for assess-”
- Piezoelectric Transducer-Based Structural Health Monitoring for Aircraft Applications (2019, neutral): “to , the”
- Overview of Piezoelectric Impedance-Based Health Monitoring and Path Forward (2003, background): “A primitive application of statistical pattern recognition to vibration signals that has led to documented success can be found in the literature (Sohn and Farrar, 2001).”
- Vibration based health monitoring for a lightweight truss structure: experimental assessment of several statistical time series methods (2010, methodology): “In a related work, Sohn and Farrar [19] employ the standard deviation ratio of the residual errors from a two–stage AR–ARX model, obtained from healthy measured signals, as the damage sensitive feature.”
- Substructure Vibration NARX Neural Network Approach for Statistical Damage Inference (2013, methodology): “Note that it may be desirable to repeat Step 2 from the list for different environmental and operational conditions (Sohn and Farrar 2001) to build a baseline database consisting of a range of reference states of interest.”
- Damage classification and estimation in experimental structures using time series analysis and pattern recognition (2010, background): “Several researchers examined the errors in structural responses produced by time series models fitted to data from undamaged and damaged structures and tried to detect damage [7-11].”
- Statistical Damage Classification Using Sequential Probability Ratio Tests (2002, methodology): “11 α β − ≅ 1 ln b and α β − ≅ 1 ln a (14)”
- Long-term monitoring of a PSC box girder bridge : operational modal analysis, data normalization and structural modification assessment. (2012, background): “principal component analysis (PCA) can be used instead, as long as damage produces a change in the measured signals that is in some way orthogonal or uncorrelated to the change caused by the environmental variability [31,32].”
- Review of Bridge Structural Health Monitoring Aided by Big Data and Artificial Intelligence: From Condition Assessment to Damage Detection (2020, positive): “An intuition to address the problems is to separate these unfavorable variations, which is also defined as data normalization by Sohn and Farrar (2001).”