Theoretical Analysis of the Rectangular Defect Orientation using Magnetic Flux Leakage

[1] Rao, B.P.C. (2012). Magnetic flux leakage. Journal of Non - Destructive Testing & Evaluation, 11 (3), 7-17.Search in Google Scholar

[2] Mandache, C., Clapham, L. (2003). A model for magnetic flux leakage signal predication. Journal of Physics D: Applied Physics, 36, 2427-2431.10.1088/0022-3727/36/20/001Open DOISearch in Google Scholar

[3] Jianbo, W., Yanhua, S., Yihua, K., Yun, Y., (2015). Theoritical analyses of MFL signal affected by discontinuity orientation and sensor scanning direction. IEEE Transactions on Magnetics, 51 (1).10.1109/TMAG.2014.2350460Search in Google Scholar

[4] Le, M., Lee, J., Junc, J., Kima, J. (2013). Estimation of sizes of cracks on pipes in nuclear power plants using dipole moment and finite element methods. NDT & E International, 58, 56-63.10.1016/j.ndteint.2013.04.008Search in Google Scholar

[5] Suresh, V., Abudhahir, A., (2016). An analytical model for prediction of magnetic flux leakage from surface defects in ferromagnetic tubes. Measurement Science Review, 16 (1), 8-13.10.1515/msr-2016-0002Search in Google Scholar

[6] Suresh, V., Abudhahir, A., Jackson, D., (2017). Development of magnetic flux leakage measuring system for detection of defect in small diameter steam generator tube. Measurement, 95, 273-279.10.1016/j.measurement.2016.10.015Search in Google Scholar

[7] Mandache, C., Shiari, B., Clapham, L. (2005). Defect separation considerations in magnetic flux leakage inspection. Insight, 47 (5), 269-273.10.1784/insi.47.5.269.65050Open DOISearch in Google Scholar

[8] Zatsepin, N.N., Shcherbinin, V.E. (1966). Calculation of the magnetostatic field of surface defects. Defektoskopiya, 5, 50-59.Search in Google Scholar

[9] Shcherbinin, V.E., Pashagin, A. (1972). Influence of the extension of a defect on the magnitude of its magnetic fields. Defektoskopiya, 8, 72-83.Search in Google Scholar

[10] Forster, F. (1986). New findings in the field of non destructive magnetic leakage field inspection. NDT International, 19 (1), 3-14.10.1016/0308-9126(86)90134-3Search in Google Scholar

[11] Minkov, D., Takeda, Y., Shoji, T., Lee, J. (2002). Estimating the sizes of surface cracks based on Hall element measurements of the leakage magnetic field and a dipole model of a crack. Applied Physics A, 74 (2), 169-176.10.1007/s003390100899Open DOISearch in Google Scholar

[12] Dutta, S.M., Ghorbel, F.H., Stanley, R.K. (2009). Dipole modeling of magnetic flux leakage. IEEE Transactions on Magnetics, 45 (4), 1959-1965.10.1109/TMAG.2008.2011895Open DOISearch in Google Scholar

[13] Ravan, M, Amineh, R.K, Koziel, S, Nikolova, N.K., Reilly, J.P. (2010). Sizing of 3-D arbitrary defects using magnetic flux leakage measurements. IEEE Transactions on Magnetics, 46 (4), 1024-1033.10.1109/TMAG.2009.2037008Open DOISearch in Google Scholar

[14] Han, W., Shen, X., Xu, J., Wang, P., Tian, G., Wu, Z. (2014). Fast estimation of defect profiles from the magnetic flux leakage signal based on a multi-power affine projection algorithm. Sensors, 14 (9), 16454-16466.10.3390/s140916454420818225192314Open DOISearch in Google Scholar

[15] Suresh, V., Abudhahir, A. (2016). Dipole model to predict the rectangular defect on ferromagnetic pipe. Journal of Magnetics, 21 (3), 437-441.10.4283/JMAG.2016.21.3.437Search in Google Scholar

[16] Yuting, L., Fangji, G., Zhengjun, W., Junbi, L., Wenqiang, L. (2015). Novel method for sizing metallic bottom crack depth using multi-frequency alternating current potential drop technique. Measurement Science Review, 15 (5), 268-273.Search in Google Scholar

[17] Aljabar, N.J., Zhao, X.L., Al-Mahaidi, R., Ghafoori, E., Motavalli, M., Powers, N. (2016). Effect of crack orientation on fatigue behavior of CFRP-strengthened steel plates. Composite Structures, 152, 295-305.10.1016/j.compstruct.2016.05.033Search in Google Scholar