Журнал Российского общества по неразрушающему контролю и технической диагностике
The journal of the Russian society for non-destructive testing and technical diagnostic
 
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22 | 12 | 2024
2019, 09 September

DOI: 10.14489/td.2019.09.pp.020-027

 

Sandulyak A. A., Sandulyak A. V., Tkachenko R. Yu., Sandulyak D. A., Polismakova M. N., Kiselev D. O. A
COMPARISON OF MODEL AND EXPERIMENTAL CHARACTERISTICS OF FIELD BETWEEN SPHERIC POLE PIECES AT FARADAY BALANCE
(pp. 20-27)

Abstract. Experimental coordinate characteristics of magnetic field induction and its gradient are obtained between pole pieces of Faraday balance electromagnetic system. Pole pieces have spheric form that is preferable by possibility of obtaining area with a stable gradient as a working area for specimen’s positioning. Alternative characteristics which are obtained by modeling at the program COMSOL Multiphysics are shown using the same values of supply current and distance between pole pieces as at the experiment. It is shown that together with qualitative commonality of model and experimental characteristics difference of its data at the working area are up to 11 % (by induction), 24 % (by gradient), hereby testify about probable error of conclusive result which is up to 35 %, and up to 5 % by coordinate of gradient extremum. Questions about determining correction factor are discussed (normalizing factor for model characteristic); at its proved value equals 0,86 (e.g. at starting exclude of 14 % «systematic» error, probably obtained at the case of using results after modeling) a differences of mentioned data are up to 4, 5, 5% accordingly.

Keywords: Faraday balance, spheric pole pieces, coordinate characteristics of induction and gradient, modeling, correction (normalizing) factor.

A. A. Sandulyak, A. V. Sandulyak, R. Yu. Tkachenko, D. A. Sandulyak, M. N. Polismakova, D. O. Kiselev (MIREA – Russian Technological University, Moscow, Russia)
A COMPARISON OF MODEL AND EXPERIMENTAL CHARACTERISTICS OF FIELD BETWEEN SPHERIC POLE PIECES AT FARADAY BALANCE

 

1. Sandulyak D. A., Sandulyak A. A., Kiselev D. O. el at. (2017). Determination of the magnetic susceptibility of ferroparticles from the susceptibility data of their dispersed samples. Izmeritel'naya tekhnika, (9), pp. 48 – 52. [in Russian language]
2. Sandulyak A. A., Sandulyak A. V., Ershova V. et al. (2017). Definition of a magnetic susceptibility of conglomerates with magnetite particles. Particularities of defining single particle susceptibility. Journal of Magnetism and Magnetic Materials, Vol. 441, pp. 724 – 734.
3. Dikanskiy Yu. I., Gladkih D. V., Kunikin S. A., Zolotuhin A. A. (2012). On the possibility of magnetic ordering in colloidal systems of single-domain particles. Zhurnal tekhnicheskoy fiziki, 82(5), pp. 135 – 139. [in Russian language]
4. Zhernovoy A. I., Komlev A. A., D'yachenko S. V. (2016). Determination of the magnetic characteristics of MgFe2O4 nanoparticles obtained by glycine nitrate synthesis. Zhurnal tekhnicheskoy fiziki, 86(2), pp. 146 – 148. [in Russian language]
5. Balaev D. A., Krasikov A. A., Dubrovskiy A. A. et al. (2015). The effect of low-temperature heat treatment on the magnetic properties of biogenic-origin ferrohydrite nanoparticles. Pis'ma v ZhTF, 41(14), pp. 88 – 96. [in Russianlanguage]
6. Petinov V. I. (2014). Magnetic anisotropy of single-domain particles. Zhurnal tekhnicheskoy fiziki, 84(1), pp. 8 – 17. [in Russian language]
7. Ushakov A. V., Karpov I. V., Lepeshev A. A. et al. (2016). Plasma-chemical synthesis and basic properties of magnetic CoFe2O4 nanoparticles. Zhurnal tekhnicheskoy fiziki, 86(1), pp. 105 – 109. [in Russian language]
8. Vikulov V. A., Balashev V. V., Pisarenko T. A. et al. (2012). Effect of the synthesis temperature on the structural and magnetic properties of Fe3O4 films on the SiO2 / Si (001) surface. Pis'ma v ZhTF, 38(7), pp. 73 – 80. [in Russian language]
9. Gusev A. P. (2015). Hysteresis of the magnetic field of surface defects of various steels when magnetized by an attached electromagnet. Defektoskopiya, (10), pp. 24 – 32. [in Russian language]
10. Yagola G. K., Spiridonov R. V. (1989). Measurement of magnetic characteristics of modern hard magnetic materials. Moscow: Izdatel'stvo standartov. [in Russian language]
11. Chechernikov V. I. (1969). Magnetic measurements. Moscow: Izdatel'stvo MGU. [in Russian language]
12. Sandulyak A. A., Sandulyak A. V., Polismakova M. N. et al. (2017). Approach to the coordination of a small sample when implementing the ponderomotive method for determining its magnetic susceptibility. Rossiyskiy tekhnologicheskiy zhurnal, (2), pp. 57 – 69. [in Russian language]
13. Sandulyak A. A., Kiselev D. O., Sandulyak A. V. et al. (2017). Faraday magnetometer with spherical poles: 3D assessment of working areas. Pribory, (10), pp. 4 – 7. [in Russian language]
14. Bjork R., Zhou Z. (2019). The demagnetization factor for randomly packed spheroidal particles. Journal of Magnetism and Magnetic Materials, Vol. 476, pp. 417 – 422.
15. Im S. H., Park G. S. (2018). A Research on the Demagnetizing Factors for Magnetic Hollow Cylinders. 21st International Conference on Electrical Machines and Systems (ICEMS), pp. 2629 – 632.
16. Yaglidere I., Gunes E. O. (2018). A Novel Method for Calculating the Ring-Core Fluxgate Demagnetization Factor. IEEE Transactions on Magnetics, 54(2), Art. No. 4000411.
17. Caciagli A., Baars R. J., Philipse A. P., Kuipers B. W. M. (2018). Exact expression for the magnetic field of a finite cylinder with arbitrary uniform magnetization. Journal of Magnetism and Magnetic Materials, Vol. 456, pp. 423 – 432.
18. Nishiyama N., Uemura H., Honda Y. (2019). Highly Demagnetization Performance IPMSM Under Hot Environments. IEEE Transactions on Industry Applications, 55(1), pp 265 – 272.
19. Harres A., Mikhov M., Skumryevc' V. et al. (2016). Criteria for saturated magnetization loop. Journal of Magnetism and Magnetic Materials, Vol. 402, pp. 76 – 82.
20. Eberle J. L., Feigenbaum H., Ciocanel C. (2018). Demagnetizing field in single crystal ferromagnetic shape memory alloys. Smart Materials and Structures, 28(2).
21. Fischbacher J., Kovacs A., Exl L. et al. (2018). Searching the weakest link: Demagnetizing fields and magnetization reversal in permanent magnets. Scripta Materialia,Vol. 154, pp. 253 – 258.
22. Zidarič B., Miljavec D. (2011). A new ferromagnetic hysteresis model for soft magnetic composite materials. Journal of Magnetism and Magnetic Materials, 323(1), pp. 67 – 71.
23. Tkachenko R. Yu., Mishina E. D., Sandulyak A. V. et al. (2019). Model characteristics of magnetic systems of measuring devices and studied samples. Mezhdunarodniy nauchno-issledovatel'skiy zhurnal, 81(3), pp. 15 – 21. [in Russian language]

 

 

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