Core Loss Parameter Extraction for Power Ferrite Materials

The principles of the computation algorithm for Cm, X, and Y are summarized below.

Note: Because the manufacturer-provided loss curve is obtained under sinusoidal flux conditions at a given frequency, these coefficients can be derived in the frequency domain.

The power-ferrite iron-core loss without DC flux bias is expressed as the following:

Equation for power-ferrite core loss without DC flux bias

or

Equation for power-ferrite core loss without DC flux bias expressed as log function

where f is the frequency, and Bm is the amplitude of the applied sinusoidal flux density waveform, and C = log⁡(Cm).

The parameters C, X, and Y can be derived by minimizing the error between the measured and modeled core loss curves at different frequencies f and varied flux density amplitudes Bm expressed as

Equation for determining C, X, and Y parameters by minimizing error

or

Alternate equation for determining C, X, and Y parameters by minimizing error

where Pmij and Pvij are the measured and modeled core losses at different frequencies fj and varied flux density amplitudes Bmi, n is the number of points of the measured core loss curve, and m is the number of curves of different frequencies.

After C, X, and Y have been determined by linear regression, parameter Cm can be obtained from Cm = eC.

Related Topics 

Core Loss Model for a Maxwell Material

Calculating Properties for Core Loss BP Curve

Core Loss Coefficient Extraction from Single-Frequency Loss Curve

Core Loss Coefficient Extraction from Multi-Frequency Loss Curves

Setting Core Loss for Transient and Eddy Current Solvers