2017
DOI: 10.2113/jeeg22.2.153
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Detecting Defects in Steel Reinforcement Using the Passive Magnetic Inspection Method

Abstract: Defects in steel reinforcement are critical factors in the evaluation of the service life of reinforced concrete (RC). Steel reinforcement (bar) defects or deterioration may lead to crack propagation and strength decrease in RC structural members. Deterioration also changes the steel magnetic properties; the evaluation of these changes can be investigated by an indirect passive and non-invasive method to locate and quantify defect in RC structures. Herein, a passive magnetic inspection (PMI) method is modified… Show more

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Cited by 13 publications
(8 citation statements)
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“…Natural magnetic fields and other influential local magnetic sources [37], combined with internal and external stresses, can change the scattered stray magnetic field of ferromagnetic materials [43]. Internal domain walls' displacement and magnetic-moment rotation in ferromagnetic materials happen under the influence of external magnetic fields [44], and there are relationships between the micro-magnetic characteristics of these materials and their mechanical responses [45].…”
Section: Theoretical Background and Methodologymentioning
confidence: 99%
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“…Natural magnetic fields and other influential local magnetic sources [37], combined with internal and external stresses, can change the scattered stray magnetic field of ferromagnetic materials [43]. Internal domain walls' displacement and magnetic-moment rotation in ferromagnetic materials happen under the influence of external magnetic fields [44], and there are relationships between the micro-magnetic characteristics of these materials and their mechanical responses [45].…”
Section: Theoretical Background and Methodologymentioning
confidence: 99%
“…Numerical simulation of the PMI method is performed based on the stray magnetic field (H d ) and the stray magnetic field energy (E d ) [37]. Hubert and Schäfer in 1998 [54] presented the relation for calculating the stray magnetic field (Equation (1)), based on summarizing Gauss's magnetic field law.…”
Section: Theoretical Background and Methodologymentioning
confidence: 99%
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