In the paper, a benchmark in the area of induction heating is presented in order to test methods and codes of field analysis in a comparative way. In particular, the transient thermal analysis of a magnetic steel cylindrical billet is considered: the coupled-field problem is characterized by a twofold non linearity, i.e. the dependence of magnetic permeability on both field strength and temperature.
www.compumag.org/jsite/team [last visit March 2016].
2.
Di BarbaP., DolezelI., KarbanP., KusP., MachF., MognaschiM.E. and SaviniA., Multiphysics field analysis and multiobjective design optimization: a benchmark problem, Inverse Problems in Science & Engineering IPSE22 (2014), 1214-1225.
3.
Di BarbaP., DughieroF., ForzanM. and SieniE., Improved solution to a multi-objective benchmark problem of inverse induction heating, International Journal of Applied Electromagnetics and Mechanics49 (2015), 279-288.
4.
Di BarbaP., DughieroF., ForzanM. and SieniE., Multiobjective design optimization of an induction heating device: A benchmark problem, International Journal of Applied Electromagnetics and Mechanics47 (2015), 1003-1013.
5.
Di BarbaP., DolezelI., MognaschiM.E., SaviniA. and KarbanP., Non-linear multi-physics analysis and multi-objective optimization in electroheating applications, IEEE Transactions on Magnetics50 (2014).
6.
LaversJ.D., Numerical solution methods for electroheat problems, IEEE Trans. On Magnetics19 (1983), 2566-2572.
7.
NemkovV. and GoldsteinR., Striation effect in induction heating: myths and reality, Proc. of HES-16, Padua, 2016.
8.
KuvaldinA.B., Low temperature induction heating of steel. Ed. Energija, Moskow, 1976, pp. 111 (in Russian).
9.
NemkovV.S., How accurate is computer simulation of induction heating?, Proc. of EPM 2015 conference, Cannes, France, 2015.
10.
ZedlerT., NikanorovA. and NackeB., Investigation of relative magnetic permeability as input data for numerical simulation of induction surface hardening, Int. Scientific Coloquium MEP 2008, Hanover, 2008.
11.
VladimirovS.N., ZemanS.N. and RubanV.V., Analytical approximations of thermal dependence of permeability of construction steels, Proc. of Tomsk univ., v.31, 2009.
12.
www.cedrat.com [last visit March 2016].
13.
www.infolytica.com [last visit June 2016].
14.
NemkovV., BukaninV. and ZenkovA., Learning and teaching induction heating using the program ELTA. Proc. HES-10, Padua, May 18-21, 2010, 99-106.
15.
CanovaA., DughieroF., FasoloF., ForzanM., FreschiF., GiacconeL. and RepettoM., Identification of equivalent material properties for 3-D numerical modeling of induction heating of ferromagnetic workpieces, IEEE Trans. Magnetics45 (2009), 1851-1854.