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Advances in Barkhausen noise analysis

SPIE Proceedings, 2014
The magnetic Barkhausen Noise technique is a well suited method for the characterization of ferromagnetic materials. The Barkhausen effect results in an interaction between the magnetic structure and the microstructure of materials, and is sensitive to the stresses and microstructure related mechanical properties.
Norbert Meyendorf   +3 more
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Thermally affected characterization region by Barkhausen noise

Ultrasonics, 2000
The controlling of some industrial components require the development of new and particular nondestructive testing techniques. The testing method using Barkhausen noise (BN) is a particular one which can be applied to ferromagnetic materials. It is a magnetic nondestructive evaluation method and can provide very important information about the material
M, Zergoug   +7 more
openaire   +2 more sources

Barkhausen noise in differential transformers

Applied Scientific Research, 1975
A treatment is presented of the Barkhausen noise in differential transformers in analogy to our noise calculations on fluxgate magnetometers. A numerical estimate is given which for practical situations leads to an accuracy limit of the order of 10−10 m.
J. L. M. J. Bree   +2 more
openaire   +1 more source

Barkhausen Noise in thin-film recording heads

International Conference on Magnetics, 1990
Barkhausen noise in thin-film heads was studied by exciting the heads with an external magnetic field and with a head-coil-generated field. Observed pulses show an exponential growth and decay, resulting in a second-order wall energy versus displacement model. Analytical expressions are given for the observed pulse shapes.
K.B. Klaassen, J.C.L. van Peppen
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A model for Barkhausen noise

Journal of Magnetism and Magnetic Materials, 1995
Abstract A one-dimensional model is studied where Bloch walls in a regular array of pinning centers interact via an exponentially decreasing next-neighbor interaction. A slowly varying uniform field leads to avalanches triggered by depinnings of single walls. The distribution of duration times follows a power law (exponent ≈ 2.6).
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Monte Carlo Simulation for Barkhausen Noise

IEEE Transactions on Magnetics, 2004
In this paper, a new method is proposed for analysis of Barkhausen noise, which is expected to be useful for nondestructive evaluations for iron-based materials, using Monte Carlo simulation. The results show typical properties of Barkhausen noise such as temperature dependence and grain size dependence are well reproduced by this method.
K. Yamaguchi   +5 more
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Barkhausen Noise and Magnetic Amplifiers. II. Analysis of the Noise

Journal of Applied Physics, 1949
The Barkhausen noise is calculated for ferromagnetic cores used in magnetic amplifiers. The method of analysis follows that used in the analysis of the shot effect. The signal-to-noise ratio for a typical magnetic amplifier circuit is calculated and compared with experiment.
Krumhansl, J. A., Beyer, R. T.
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The frequency spectrum of Barkhausen noise

Journal of Physics D: Applied Physics, 1972
The spectrum of Barkhausen noise has been measured in iron and analysed using signal analysis techniques. The results suggest that the mean duration of the voltage pulses caused by the domain reversals is less than 5 × 10−5 s and that a domain reversal triggers other domain reversals with a time delay normally of 1 to 2 ms.
G Manson, G Hoffmann de Visme
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Barkhausen noise from sintered permanent magnets

IEEE Transactions on Magnetics, 1996
We introduce the well known Barkhausen technique as a tool for investigation of reversal processes in hard magnetic nucleation-type material. First results of our experiments show the occurrence of correlated grain switching not to be neglectible in the samples of sintered Nd-Fe-B as the volume fraction of multiple Barkhausen jumps reaches 50% near ...
G. Cuntze, H. Brendel, A. Hubert
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Two dimensional models for Barkhausen noise

SPIE Proceedings, 2005
We analyze the current experimental and theoretical research about the magnetization (Barkhausen) noise in magnetic thin films. We observe that, in respect to three-dimensional systems, the situation is much more complicated, and many details still have to be analyzed and understood. In particular, the critical exponents must be correctly analyzed when
Gianfranco Durin, Stefano Zapperi
openaire   +1 more source

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