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Number of items: **24**.

Akyel, C., & Babic, S. I. (2007). Improvement in the mutual inductance calculation between coaxial circular coils of rectangular cross section and thin coaxial circular coils with constant current density in air. *WSEAS Transactions on Circuits and Systems*, *6*(5), 473-480.
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Akyel, C., Babic, S. I., Kincic, S., & Lagacé, P. J. (2007). Magnetic Force Calculation Between Thin Circular Coils and Thin Filamentary Circular Coil in Air. *Journal of Electromagnetic Waves and Applications*, *21*(9), 1273-1283.
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Akyel, C., & Babic, S. I. (2007, May). *Mutual inductance between coaxial circular coils of rectangular cross section and thin coaxial circular coils with constant current density in air (filament method) * [Paper]. 6th WSEAS International Conference on Applications of Electrical Engineering (AEE '07), Istanbul, Turkey.
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Akyel, C., Babic, S. I., & Kincic, S. (2003, May). *Fast Calculation of the Magnetic Field in the System With Radial Current-Carrying Using Thin Sheet Inductors * [Paper]. Canadian Conference on Electrical and Computer Engineering - Toward a Caring and Humane Technology (CCECE 2003), Montréal, QC, Canada.
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Akyel, C., Babic, S. I., & Salon, S. (2003, March). *New expressions for calculating the magnetic force of the system: filament coil-disk coil * [Paper]. IEEE International Magnetics Conference (Intermag 2003), Boston, MA, United States.
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Akyel, C., Babic, S. I., & Kincic, S. (2002). New and Fast Procedures for Calculating the Mutual Inductance of Coaxial Circular Coils (Circular Coil-Disk Coil). *IEEE Transactions on Magnetics*, *38*(5), 2367-2369.
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Babic, S. I., & Akyel, C. (2018). Mutual inductance and magnetic force calculations between thick bitter circular coil of rectangular cross section with inverse radial current and thin wall superconducting solenoid with constant azimuthal current. *WSEAS Transactions on Power Systems*, *13*(1), 283-90.
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Babic, S. I., & Akyel, C. (2017). Mutual inductance and magnetic force calculations between thick bitter circular coil of rectangular cross section with inverse radial current and filamentary circular coil with constant azimuthal current. *IET Electric Power Applications*, *11*(9), 1596-1600.
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Babic, S. I., & Akyel, C. (2016). Mutual inductance and magnetic force calculations for coaxial bitter disk coils (Pancakes). *IET Science, Measurement & Technology*, *10*(8), 972-976.
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Babic, S. I., & Akyel, C. (2008). Calculating Mutual Inductance Between Circular Coils With Inclined Axes in Air. *IEEE Transactions on Magnetics*, *44*(7), 1743-1750.
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Babic, S. I., & Akyel, C. (2008). Erratum: An improvement in the calculation of the magnetic field for an arbitrary geometry coil with rectangular cross section. *International Journal of Numerical Modelling: Electronic Networks, Devices and Fields*, *21*(3), 220-221.
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Babic, S. I., & Akyel, C. (2008). Improvement in analytical calculation of the magnetic field produced by permanent magnet rings. *Progress in electromagnetic research C*, *5*, 71-82.
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Babic, S. I., & Akyel, C. (2008). Magnetic Force Calculation Between Thin Coaxial Circular Coils in Air. *IEEE Transactions on Magnetics*, *44*(4), 445-452.
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Babic, S. I., & Akyel, C. (2006). New analytic-numerical solutions for the mutual inductance of two coaxial circular coils with rectangular cross section in air. *IEEE Transactions on Magnetics*, *42*(6), 1661-1669.
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Babic, S. I., & Akyel, C. (2005). An improvement in the calculation of the magnetic field for an arbitrary geometry coil with rectangular cross section. *International Journal of Numerical Modelling: Electronic Networks, Devices and Fields*, *18*(6), 493-504.
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Babic, S. I., Salon, S., & Akyel, C. (2004). The Mutual Inductance of Two Thin Coaxial Disk Coils in Air. *IEEE Transactions on Magnetics*, *40*(2), 822-825.
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Babic, S. I., Akyel, C., & Salon, S. J. (2003). New Procedures for Calculating the Mutual Inductance of the System: Filamentary Circular Coil-Massive Circular Solenoid. *IEEE Transactions on Magnetics*, *39*(3), 1131-1134.
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Babic, S. I., Akyel, C., Salon, S. J., & Kincic, S. (2002). New Expressions for Calculating the Magnetic Field Created by Radial Current in Massive Disks. *IEEE Transactions on Magnetics*, *38*(2), 497-500.
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Babic, S. I., Akyel, C., & Gavrilovic, M. M. (2000). Calculation Improvement of 3d Linear Magnetostatic Field Based on Fictitious Magnetic Surface Charge. *IEEE Transactions on Magnetics*, *36*(5), 3125-3127.
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Babic, S. I., & Akyel, C. (2000). Improvement in Calculation of the Self- and Mutual Inductance of Thin-Wall Solenoids and Disk Coils. *IEEE Transactions on Magnetics*, *36*(4), 1970-1975.
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Babic, S. I., Akyel, C., Gavrilovic, M. M., & Wu, K. (1999, October). *New closed-form expressions for calculating the magnetic field of thin conductors with azimuthal current direction * [Paper]. 4th International Conference on Telecommunications in Modern Satellite, Cable and Broadcasting Services. TELSIKS'99, Nis, Yugoslavia.
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Babic, S. I., & Akyel, C. (1997, December). *New closed-form expressions for calculation of magnetic field of thin ring conductors with current-carrying in azimuthal and radial directions * [Paper]. 1997 Asia Pacific Microwave Conference, APMC, Hong Kong, Hong Kong.
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Siahrang, M., Sirois, F., Nguyen, D. N., Babic, S. I., & Ashworth, S. P. (2010). Fast Numerical Computation of Current Distribution and AC Losses in Helically Wound Thin Tape Conductors: Single-Layer Coaxial Arrangement. *IEEE Transactions on Applied Superconductivity*, *20*(6), 2381-2389.
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Siahrang, M., Sirois, F., Grilli, F., Babic, S. I., & Brault, S. (2009, September). *A new numerical approach to find current distribution and AC losses in coaxial assembly of twisted HTS tapes in single layer arrangement * [Paper]. 9th European Conference on Applied Superconductivity (EUCAS 2009), Dresden, Germany. Published in Journal of Physics: Conference Series, 234.
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