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6, Nov. 1981, 3265-3267. Experimental contribution to the study IEEE Trans. on Magn. ±_ Vol. R. (1985). Nonlinear coupled transient heat conduction and quasisteady electric current flow, Comp. Techn. in Heat Transfer, Vol. , 277-296. J. (1977). Induction heating for case hardening applications. , Vol. Magn. 13, n^ 6, 1776-1785. C. (1977), The Finite Element Method, McGraw Hill, London 28 M. Cali, B. de Benedetti and A. Demiss APPENDIX - HINTS ON FINITE ELEMENT METHOD The FEM is used in this case as a technique for solving a differential equation, with the proper boundary conditions, of a variable defined in a continuous space; the variable is the temperature.

D. (1983). IEEE Trans. Magn. Vol. G. Press. (1966). Industrial application of induction heating. Pergamon Melander M. (1985). Theoretical and experimental study of stationary and progressive induction hardening. Jj_ Heat Treating, Vol. 4, N. , 145166. Ericcson (1983). Theoretical and experimental study of induction and laser hardening. Proc. 3th Int. Congr. Heat Treat. 85 Nemoto K. Tabuchi (1984). Thermal analysis of induction heating by the Finite Element Method using a computer. Proc. 10th UIE Congress, Stockholm, June 18-22, Poster N.

Proc. 18th Conv. Naz. Assofond, Gardone Riviera, June 12-14. Lombry (1985). F. dans un barreau cylindrique. Rev. Gen. Therm. , n. 284-285, aout-septembre, 673-679. Sylvester (1975). Finite element solution of saturated travelling magnetic field problems. IEEE Trans, on Power Apparatus and Systems, Vol. 3, May-June, 866-871. D. (1983). IEEE Trans. Magn. Vol. G. Press. (1966). Industrial application of induction heating. Pergamon Melander M. (1985). Theoretical and experimental study of stationary and progressive induction hardening.

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