journal article·2000-04

Modifications in the linear current model of a discontinuity flaw in a ferromagnetic piece

R. V. Zagidulin, V. F. Muzhitskii

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Abstract

In order to achieve a better agreement between experimental data and theoretical results, we have introduced the magnetic field due to magnetized regions above flaw faces to the linear current model of the flaw.
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Research context

OpenAlex topics: Electromagnetic Launch and Propulsion Technology · Non-Destructive Testing Techniques · Material Properties and Failure Mechanisms

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References (7)

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1. Shur, M.L., Zagidulin, R.V., and Shcherbinin, V.E., Self-Consistent Calculations of Magnetostatic Field due to Surface Flaw,Defektoskopiya, 1988, no. 10, pp. 3–13.
2. Zagidulin, R.V., Muzhitskii, V.F., and Kurozaev, V.P., Calculation of Magnetostatic Field due to Internal Flaw and Internal Surface Flaw in a Ferromagnetic Plate. I. Flaw Magnetic Field inside Ferromagnetic Material,Defektoskopiya, 1997, no. 1, pp. 46–54.
3. Zagidulin, R.V., Muzhitskii, V.F., and Kurozaev, V.P., Calculation of Magnetostatic Field due to Internal Flaw and Internal Surface Flaw in a Ferromagnetic Plate. II. Flaw Magnetic Field in Air. Nonlinear Ferromagnetic Material,Defektoskopiya, 1997, no. 1, pp. 55–62.
4. Zolotovitskii, A.B., Shur, M.L., and Zagidulin, R.V., Effect of Nonlinearity of Ferromagnetic Medium on Magnetostatic Field Due to Internal Flaw,Defektoskopiya, 1997, no. 1., pp. 55–62.
5. Shcherbinin, V.E., Shur, M.L., and Zagidulin, R.V., Configuration of Magnetic Field Due to a Narrow Surface Flaw,Defektoskopiya, 1986, no. 7, pp. 86–88.
6. Bakhvalov, N.S., Zhukov, N.P., and Kobel’kov, G.M.,Chislennye metody (Numerical Calculation Techniques), Moscow: Nauka, 1987.
7. Zagidulin, R.V., Calculation of Magnetic Field Generated by a Discontinuity Flaw Taking Account of Nonlinear Magnetic Properties of Ferromagnetic Material,Defektoskopiya, 2000, no. 3, pp. 43–54.