[1] A. Kameari and R. C. Popa,
"EMSolution":A program for three-dimensional electromagnetic analysis", presented at 2nd Japanese-Bulgarian-Macedonian Joint Seminar on Applied Electromagnetics, November, 1-3, 1999, Sapporo.
[2] Kameari,.
"Improvement of Eddy Current Analysis in Edge Element Finite Element Method with Nodal Quadratic Edge Primary Tetrahedral Elements", IEEJ Joint Workshop on Stationary and Rotating Ma-chines, SA-00-11,RM-00-76, 2000.
[3] Koganezawa, Kameari and Sato,
"Introduction of Surface Impedance Method in Edge Element Finite Element Method", IEEJ Joint Study Group on Stationary and Rotating Equipment Materials, SA-95-15, RM-95-77,1995
[4] A. Kameari,
"Solution of asymmetric conductor with a hole by FEM using edge elements", COMPEL, The International Journal for Computation and Mathematics in Electrical and Electronic Engineering, Vol. 9, Supplement A, 1990, pp. 230-232.
[5]. Kameari,.
"Analysis of Three-Dimensional Eddy Current Analysis Verification Model Using Edge Element Finite Element Method", IEEJ Joint Study Group on Stationary and Rotating Equipment Materials, SA-89-65, RM-89-54,1989.
[6] Sato, Kameari, Koganezawa, and Niikura,
"Edge Element Finite Element Analysis of Eddy Current Testing (ECT)", IEEJ Joint Study Group on Stationary and Rotating Equipment Materials, SA-95-12, RM-95-74,1995.
[7] Kameari, Yamane, Hirano, Shimada,
"Analysis of Irregular Magnetic Fields at Cuts in Conductive Thick-Walled Shells in RFP Equipment," IEEJ Joint Workshop on Stationary and Rotating Machines, SA-90-23, RM-90-35, 1990.
[8] A. Kameari and K. Koganesawa,
"Convergence of ICCG method in FEM using edge elements without gauge condition", IEEE Trans. Magn., vol. 33, No. 2, March, 1997, pp. 1223-1226.
[9]. Kameari,.
"The role of scalar potential $\phi$ in the $A$-$\phi$ finite element method", IEEJ Joint Study Group on Stationary and Rotating Machines, SA-94-1, RM-94-65, 1994.
[10] S. Niikura and A. Kameari,
"Analysis of eddy current and force in conductors with motion", IEEE Trans. Magn., Vol. 28, No. 2, March 1992, pp. 1450-1453.
[11] H. Kometani, S. Sakabe and A. Kameari,
"3-D analysis of induction motor with skewed slots using regular coupling mesh", presented at COMPUMAG Sapporo, October 25-28, 1999, to be published in IEEE Trans. Magn.
[12] KAMEARI,.
"Finite-Element Analysis of Coupled Electromagnetic Field Motions", Proceedings of the 12th Symposium on Electromagnetism and Related Dynamics (Organized by IEEJ, June 29~July 1, 2000, Okinawa), pp. 297-302.
[13] A. Kameari,
"Three dimensional eddy current calculation using edge elements for magnetic vector potential", Applied Electromagnetics in Materials, Proceedings of the First International Symposium, Tokyo, 3-5 October 1988, Edited by K. Miya, Pergamon Press, pp. 225-236.
[14] K. Fujiwara, T. Nakata and H. Ohashi,
"Improvement of convergence characteristic of ICCG method for the $A$-$\phi$ method using edge elements", IEEE Trans. Magn. , vol.32, no.3, pp.804-807, May 1996.
[15] A. Kameari,
"Local force calculation in 3D FEM with edge elements", International Journal of Applied Electromagnetics in Materials 3, 1993, pp. 231-240.
[16] Kameari,.
"Electromagnetic Force Analysis by Nodal Force Method", IEEJ Joint Study Group on Stationary and Rotating Machines, SA-93-11, RM-93-49, 1993.
[17] A. Kameari,
"Calculation of transient 3-D current using edge elements", IEEE Trans. Magn., Vol. 26, No. 2, March 1990, pp. 466-469.
[18] A. Kameari,
"Magnetic force calculation for TEAM Workshop Problem 20 by nodal force method", presented at Asian TEAM Workshop, June 25, 1994, Seoul, Korea.
[19] S. J. Sackett,
"EFFI-A code for calculating the electromagnetic field, force, and inductance in coil systems of arbitrary geometry", UCRL-52402, 1978.
[20] M. Hano,
"Finite element analysis of dielectric-loaded waveguides", IEEE Trans. Microwave Theory Tech. vol. MTT-32, pp. 1275-1279, 1984
[21] Ikeda,
"Gauge problems in three-dimensional magnetic field analysis using the finite element method", IEEJ Joint Study Group on Stationary and Rotating Machines, SA-87-20, RM-87-57, 1987.
[22] A. Kameari,
"Three dimensional eddy current calculations using finite element method with A-V in conductor and Omega in vacuum", IEEE Trans. Magn., Vol. 24, No. 1, January 1988, pp. 118-121.
[23] R. Albanese and G. Rubinacci,
"Solution of three dimensional eddy current problems by integral and differential method", ibid. vol. 24, 1988, pp. 98-101.
[24] A. Kameari,
"Study on 3-D eddy current analysis using FEM", Proc. 4th International IGTE Symposium and European TEAM Workshop, Graz, Austria, October, 1990, pp. 91-99.
[25] Kikuchi,.
"Mathematics of Finite Element Methods", Computational Mechanics and CAE Series 13, Baifukan, 1994, ISBN4-563-03388-X C33353.
[26] Kameari, "On edge elements and divergence", IEEJ Joint Study Group on Stationary and Rotating Machines, SA-98-3, RM-98-67, 1999.
[27] K. Fujiwara, T. Nakata and H. Fusayasu,
"Acceleration of convergence characteristic of the ICCG method", IEEE Trans. Magn., Vol. 29, No. 2, 1993, pp. 1958-1961.
[28] Igarashi,
"Basic Properties of Edge Element Finite Element Method Matrices-Gauges, Degenerate Orders, Eigenvalues and Condition Numbers," IEEJ Joint Study Group on Stationary and Rotating Ma-chines, SA-00-9, RM-00-74, 2000.
[29] K. Fujiwara and et. al,
"Thin film write head field analysis using a benchmark problem", presented at COMPUMAG Sapporo, October 25-28, 1999, to be published in IEEE Trans. Magn.
[30] Z. Ren and A. Razek,
"Local force computation in deformable bodies using edge elements", IEEE Trans. Magn., Vol. 28, No. 2, 1992, pp. 1212-1215.
[31] Kameari,.
"Ideas for various methods in finite element electromagnetic analysis. (infinite elements, triangular higher-order elements and high-frequency eigenvalue problems)," IEEJ Joint Workshop on Stationary and Rotating Machines, SA-97-6,RM-97-65,1997.
[32] A. Kameari,
"Regularization on Ill-Posed Source Terms in FEM Computation Using Two Magnetic Vector Potentials", IEEE Trans. Magn., Vol. 40, No. 2, 2004, pp. 1310-1313.
[33] Ahagon, Kameari,.
"A study of hysteresis analysis using finite element method with isotropic vector play model", IEEJ Joint Study Group on Stationary and Rotating Machines, SA-09-67, RM-09-73, 2009.
[34] H. Kaimori, A. Kameari, K. Fujiwara,
"FEM Computation of Magnetic Field and Iron Loss in Laminated Iron Core Using Homogenization Method", IEEE Trans. Magn., Vol. 43, No. 4, 2007, pp. 1405-1408.