1. Wideband magnetic losses and their interpretation in HGO steel sheets.
- Author
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de la Barrière, O., Ferrara, E., Magni, A., Sola, A., Ragusa, C., Appino, C., and Fiorillo, F.
- Subjects
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MAGNETIC flux leakage , *HYSTERESIS loop , *SHEET steel , *ELECTRICAL steel , *MAXWELL equations , *SKIN effect , *MAGNETIC properties - Abstract
• Broadband investigation (1 Hz-10kHz) on the loss properties and domain dynamics on HGO Fe-Si. Role of the sheet thickness (conventional 0.29 mm vs. novel 0.18 mm thick laminations). • Fluxmetric measurements of hysteresis loops and losses are associated with dynamic high-speed Kerr imaging of the domain structure. • Modeling of loss versus frequency made by keeping into account deep skin effect. • The dynamic response of the array of 180° dws is treated starting from the concept of dw bowing. The dw configuration along the magnetization cycle and its evolution with frequency are obtained by numerical modeling. The magnetic properties of high-permeability grain-oriented (HGO) Fe-Si sheets have been investigated in the frequency range 1 Hz-10 kHz, with attention devoted to the role of thickness on the behavior of the magnetic losses and the phenomenology of skin effect. The study is focused on the wideband response of 0.174 mm and 0.289 mm thick sheets, comparatively tested at peak polarization values ranging between 0.25 T and 1.7 T. The experiments associate fluxmetric measurements with direct Kerr observations of the dynamics of the domain walls. A picture of the magnetization process comes to light, where the dynamics of the flux reversal takes hold under increasing frequencies through the motion of increasingly bowed 180° walls, eventually merging at the sheet surface for a fraction of the semi-period. This effect can be consistently predicted, starting from the Kerr-based knowledge of the equilibrium wall spacing, by the numerical modeling of the motion of an extended array of 180° domain walls, subjected to the balanced action of the applied and eddy current fields, and the elastic reaction of the bowed walls. This model can be incorporated into the general concept of loss separation, by calculating the classical loss component through the solution of the Maxwell's diffusion equation under a magnetic constitutive law identified with the normal DC curve. The numerical domain wall model and the loss decomposition consistently predict that the excess loss component, playing a major role in these grain-oriented materials at power frequencies, tends to disappear in the upper induction-frequency corner. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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