b hcurve: filter inductor

14
BͲH Curve: Filter Inductor BͲH Curve: Transformer

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B H Curve: Filter Inductor

B H Curve: Transformer

Magnetic DeviceLosses

Copper Loss Core Loss

DC Copper Loss AC Copper Loss Eddy Current Residual

Skin Effect ProximityEffect

FringingFlux

High Frequency Losses

13.3 Magnetics Losses

Hysteresis

Core Loss

• Physical origin due to magnetic domains• Modeling Approaches

Empirical (curve fit) models of materialsDirect measurement based modelsPhysics based models

Hysteresis Loss

Eddy Currents in Magnetic Materials

Eddy Current Losses

The Steinmetz Equation

Alternately:

Steinmetz Equation: Notes• Purely empirical; not physics based• Parameters , , K vary with frequency• Correct only for sinusoidal excitation

Nonlinear; Fourier expansion of waveforms cannot beused

• Modified empirical equations perform betterwith nonsinusoidal waveforms

MSEGSEiGSEi2GSE

Some Example Core Materials

DC Copper Loss

Skin Effect

Skin Depth

Proximity Effect

Two Winding Transformer Example

Current Distribution

High Frequency Estimation

Simulation Example

Litz Wire

Ch 14: Inductor Design

Filter Inductor Design Constraints

Design Goals

Geometrical Parameters

The Kg Method

Window Utilization Ku – “fill factor”

Discussion

KgMethod