1994
DOI: 10.1063/1.356561
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Characterization of the magnetic easy axis in pipeline steel using magnetic Barkhausen noise

Abstract: The angular dependence of magnetic Barkhausen noise (MBN) on eight surfaces through the thickness of a 2% Mn steel pipeline sample was investigated. The MBN signal was analyzed by integrating the square of the MBN voltage signal with respect to the time axis. The resulting value, referred to as the MBN energy signal, was modeled by considering the irreversible motion of 180° domain walls, under the influence of an oriented magnetic field. An expression for the angular dependence of the MBN energy signal was de… Show more

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Cited by 90 publications
(51 citation statements)
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“…A higher TF and a lower b parameter indicated more easy axes aligned in the plane of interest for MBN, and more easy axes present are associated with a higher MBN energy. [26] The fit associated with the b parameter appeared to be slightly better than TF for the fully processed sample. This was attributed to the fact that the calculation of b involves every grain in the scan area, and accounts for the easy axis contribution from the {hk0} planes.…”
Section: Fully Processedmentioning
confidence: 91%
“…A higher TF and a lower b parameter indicated more easy axes aligned in the plane of interest for MBN, and more easy axes present are associated with a higher MBN energy. [26] The fit associated with the b parameter appeared to be slightly better than TF for the fully processed sample. This was attributed to the fact that the calculation of b involves every grain in the scan area, and accounts for the easy axis contribution from the {hk0} planes.…”
Section: Fully Processedmentioning
confidence: 91%
“…9) (called the magnetic Barkhausen effect), or by an acoustic sensor (the acoustic Barkhausen effect). Studies indicate that the magnetic Barkhausen effect in many materials is primarily due to the motion of 180° domains, and its interactions with dislocation tangles [68,69], whereas the acoustic Barkhausen effect is due to magnetostrictive strain from the motion of non-180 o domain walls [70]. The number of Barkhausen counts depends on the permeability and conductivity of the sample, the density of domain walls at the applied field, the average critical velocity of a domain wall when it is released from pinning sites, and the average change in the local magnetic induction due to unit displacement per unit area of domain walls [70].…”
Section: Magnetic Barkhausen Effectmentioning
confidence: 99%
“…To quantify the intensity of the MBN signal in terms of a single value, an MBN energy parameter was used as in previous studies [6,8,22],…”
Section: Flux Controlmentioning
confidence: 99%