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BͲH Curve: Filter Inductor BͲH Curve: Transformer
14

B HCurve: Filter Inductor

Feb 07, 2022

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Page 1: B HCurve: Filter Inductor

B H Curve: Filter Inductor

B H Curve: Transformer

Page 2: B HCurve: Filter Inductor

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

Page 3: B HCurve: Filter Inductor

Hysteresis Loss

Eddy Currents in Magnetic Materials

Page 4: B HCurve: Filter Inductor

Eddy Current Losses

The Steinmetz Equation

Alternately:

Page 5: B HCurve: Filter Inductor

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

Page 6: B HCurve: Filter Inductor

DC Copper Loss

Skin Effect

Page 7: B HCurve: Filter Inductor

Skin Depth

Proximity Effect

Page 8: B HCurve: Filter Inductor

Two Winding Transformer Example

Current Distribution

Page 9: B HCurve: Filter Inductor

High Frequency Estimation

Simulation Example

Page 10: B HCurve: Filter Inductor

Litz Wire

Ch 14: Inductor Design

Page 11: B HCurve: Filter Inductor

Filter Inductor Design Constraints

Design Goals

Page 12: B HCurve: Filter Inductor

Geometrical Parameters

The Kg Method

Page 13: B HCurve: Filter Inductor

Window Utilization Ku – “fill factor”

Discussion

Page 14: B HCurve: Filter Inductor

KgMethod