Being extensively used in metallurgy, rotating magnetic fields are also bec
oming increasingly interesting for application in crystal growth, where the
y are intended to act by stabilizing the melt flow. For this purpose, it is
important to understand the basic interactions of the magnetically induced
flow and other flow components like time-dependent buoyant convection. So
a three-dimensional finite volume method was developed in order to numerica
lly study the effect of a rotating magnetic field on convection in a cylind
rical melt volume. The equations of mass, momentum, and heat transport are
solved together with the potential equations describing the electromagnetic
field. The numerical computation of the Lorenz force distribution is valid
ated by comparison with an analytical solution. The effects of magnetic fie
ld parameters in the temperature distributions and the flow patterns in the
considered configurations are analysed.