
Sinusoidal voltage is applied to the electric coil with ferromagnetic core.
Problem Type:
An axisymmetric problem of nonlinear AC magnetics.
Geometry:
Due to the model symmetry only the right half of the coil is presented in the model (shown by upper half of its crosssection). Therefore the circuit elements' values are defined twice less than in the real object.
Given:
Magnetic permeability of the steel core μ  nonlinear;
Conductivity of the steel core g = 10,000,000 S/m;
Magnetic permeability of the winding μ = 1;
Conductivity of the winding (copper) g = 56,000,000 S/m;
Number of turns w = 120;
Applied voltage value U = 13.33 V;
Frequency f = 50 Hz.
Problem:
Determine the electric current within the coil windings.
Solution:
Current vs time plot in the real coil has nonsinusoidal shape (see TECircuit1 example). With AC magnetics module we can estimate RMS value much faster. The drawback of this approach is that we cannot estimate the wave form.
Results:
Problem 
Current (RMS value), A 
Current (wave form), A 
Transient 
34.1 
48.1·sin(wt + 108°) + 3.2·sin(3wt + 147°) + 1·sin(5wt + 177°) 
AC magnetics 
35.3 
49.9·sin(wt + 104°) 
See the HMagn4.pbm problem in the Examples folder.