Core Loss Equation:
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Core loss refers to the energy dissipated in the magnetic core of an inductor or transformer when subjected to alternating magnetic fields. It consists of hysteresis loss and eddy current loss components.
The calculator uses the core loss equation:
Where:
Explanation: The first term represents hysteresis loss (proportional to frequency), while the second term represents eddy current loss (proportional to frequency squared).
Details: Accurate core loss calculation is essential for designing efficient magnetic components, predicting temperature rise, and optimizing power conversion systems.
Tips: Enter all parameters in appropriate units. Typical values for Kh and Ke can be found in core material datasheets. The exponent m is usually provided by the manufacturer.
Q1: What are typical values for Kh and Ke?
A: These vary by material. For example, ferrite cores might have Kh ≈ 4×10-5 and Ke ≈ 4×10-10.
Q2: How does temperature affect core loss?
A: Core loss typically increases with temperature, though some materials may show different behavior near their Curie temperature.
Q3: What's the difference between hysteresis and eddy current loss?
A: Hysteresis loss comes from magnetic domain realignment, while eddy current loss comes from circulating currents in the core material.
Q4: Can this equation be used for all core materials?
A: It works well for most soft magnetic materials, but some materials may require more complex models.
Q5: How can core loss be reduced?
A: Using materials with lower Kh and Ke, reducing flux density, using thinner laminations, or employing powdered cores.