Details

Title

Scaling-based prediction of magnetic anisotropy in grain-oriented steels

Journal title

Archives of Electrical Engineering

Yearbook

2017

Volume

vol. 66

Numer

No 2 June

Publication authors

Divisions of PAS

Nauki Techniczne

Publisher

Polish Academy of Sciences

Date

2017

Identifier

eISSN: 2300-2506 ; ISSN: 1427-4221

References

Paltanea (2017), Magnetic anisotropy in grain oriented steels cut through mechanical punching and electro - erosion technologies, AIP Conference Proceedings, 21, 1809. ; Mazgaj (2013), Influence of electrical steel sheet textures on their magnetization curves of vol no pp, Archives Electrical Engineering, 425. ; Bunge (1982), Texture analysis in materials mathematical, science methods, 13. ; Yonamine (2006), de Modeling magnetic polarization by different of and, methods Journal Magnetism Magnetic Materials, 16, 304. ; Chwastek (null), properties of electrical steels th International Conference on Computational Problems of Ukraine, Electrical Engineering, 18, 21. ; Fiorillo (2002), process under generically directed field in GO wt laminations of and vols pp, Journal Magnetism Magnetic Materials, 23, 242. ; Fiorillo (2006), magnetization process in soft magnets Principles experiments applications of and Materials, Journal Magnetism Magnetic, 1. ; Najgebauer (null), The concept of scaling analysis in describing the properties of soft magnets, Solid State Phenomena, 220. ; Mayergoyz (1999), Scaling and data collapse in magnetic viscosity of, Journal Applied Physics, 85. ; Klamut (1978), Introduction to the physics of phase transition im in Polish, null, 28. ; Varga (2014), loop scaling rules for Finemet type soft magnetic cores, Acta Physica Polonica, 126. ; Takahashi (2008), scaling power - law relation in magnetic minor hysteresis loops in Fe and metals of Matter, Journal Physics Condensed, 20, 1. ; Widom (1965), Equation of state in the neighbourhood of the critical point of, Journal Chemical Physics, 26, 3898. ; Stanley (1999), Scaling universality renormalization three pillars of modern critical phenomena of vol no pp, Reviews Modern Physics, 29, 71. ; Kobayashi (2012), Hysteresis scaling behavior in a remanent magnetization state on vol no pp, IEEE Transactions Magnetics, 3165. ; Soiński (1990), of magnetic properties in thin electrical sheets on vol no pp, IEEE Transactions Magnetics, 3076. ; Kobayashi (2010), Scaling analysis of minor hysteresis loops in ferromagnets with large uniaxial anisotropy of and vol no pp, Journal Magnetism Magnetic Materials, 322. ; Cornut (1996), From metallurgy to modelling electrical steels : a multiple approach to their behaviour and used based on physics and experimental investigations of and, Journal Magnetism Magnetic Materials, 19, 160. ; Campos (2006), de Anisotropy of steel sheets and consequence for test Proceeding of XVIII IMEKO World Congress Metrology for a Rio de Janeiro, Sustainable Development, 15. ; Najgebauer (null), Application of fractional scaling in modelling of magnetic power losses A, Acta Physica Polonica, 128. ; Fiorillo (2002), Comprehensive model of magnetization curve hysteresis loops and losses in any direction in grain - oriented on vol no, IEEE Transactions Magnetics, 22, 1467. ; Stanley (1971), Introduction to phase transitions and critical phenomena, null, 27. ; Chwastek (2011), Modelling the influence of anisotropy on magnetic properties in grain - oriented steels Przegląd Elektrotechniczny vol no pp, null, 11, 87. ; Fryskowski (2008), Experimental evaluation of magnetic anisotropy in electrical steel sheets of and, Journal Magnetism Magnetic Materials, 320. ; Péra (1993), Numerical representation for anisotropic materials based on coenergy modeling of vol no pp, Journal Applied Physics, 9, 73. ; Pluta (2016), Angular properties of specific total loss components under axial magnetization in grainoriented electrical steel on vol issue no, IEEE Transactions Magnetics, 20, 6300912. ; Najgebauer (2017), Scaling - based analysis and modelling of power losses in amorphous and nanocrystalline alloys A vol no pp, Acta Physica Polonica, 131. ; Emura (2001), de Angular dependence of magnetic properties of silicon electrical steel of and vols pp, Journal Magnetism Magnetic Materials, 226. ; Chwastek (2013), Anisotropic properties of non - oriented steel sheets Electronic Applications vol no pp, IET Power, 12, 575. ; Adedoyin (2008), Data collapse and viscosity in three - dimensional magnetic hysteresis modeling on vol no pp, IEEE Transactions Magnetics, 3165. ; Gozdur (null), Measurements and scaling analysis of power losses in containing alloys of vol no pp, Journal Electrical Engineering, 37. ; Tumański (2002), Investigations of two - dimensional properties of selected electrical steel samples by means of the method th Workshop on Measurements, null, 25, 151. ; Sokalski (2007), Losses scaling in soft magnetic materials : for and in and vol no pp, COMPEL The International Journal Computation Mathematics Electrical Electronic Engineering, 30, 640. ; Najgebauer (2017), Fractional scaling of magnetic coercivity in electrical steels vol no pp, Acta Physica Polonica, 37. ; Najgebauer (2008), Scaling theory and its chosen applications in electromagnetism Przegląd Elektrotechiczny vol no pp, null, 31, 213. ; Chwastek (null), Description for the Anisotropy of Magnetic Properties of Grain - oriented Steels on vol no pp, IEEE Transactions Magnetics, 17, 6000905. ; Kobayashi (2012), Investigation of scaling laws in frequency - dependent minor hysteresis loops for ferromagnetic steels of and vol no pp, Journal Magnetism Magnetic Materials, 324. ; Tumański (2003), Investigations of the anisotropic behaviour of SiFe steel of and, Journal Magnetism Magnetic Materials, 254. ; Mayergoyz (2000), Scaling and data collapse in magnetic viscosity creep of superconductors on vol no pp, IEEE Transactions Magnetics, 39. ; Bunge (1991), The basic concepts of texture investigation in polycrystalline materials vol no pp, Steel Research, 14, 530. ; Najgebauer (null), The modified scaling procedure in coercivity modelling of vol no pp, Archives Electrical Engineering, 351. ; Tumański (2011), Handbook of magnetic measurements, null, 24.

DOI

10.1515/aee-2017-0032

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