2009
DOI: 10.1109/tasc.2009.2018746
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Numerical Analysis of the Operation Parameters of Fast Cycling Superconducting Magnets

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Cited by 15 publications
(10 citation statements)
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“…The losses were analysed and a two variables model (B max and f ) built, allowing predicting the required cooling power for any arbitrary cycle with sufficient accuracy. The model parameter B th shows the same behaviour as found in the FEM calculations [3] i.e. eddy currents are mainly created by the longitudinal component of the magnetic field in the magnet ends and by the transversal field component in the vacuum chamber.…”
Section: Resultssupporting
confidence: 61%
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“…The losses were analysed and a two variables model (B max and f ) built, allowing predicting the required cooling power for any arbitrary cycle with sufficient accuracy. The model parameter B th shows the same behaviour as found in the FEM calculations [3] i.e. eddy currents are mainly created by the longitudinal component of the magnetic field in the magnet ends and by the transversal field component in the vacuum chamber.…”
Section: Resultssupporting
confidence: 61%
“…We found that the linear and quadratic q h , q e can be described with sufficient accuracy for all curves with (3) with B th the threshold field (see TABLE 1). B th describes that the eddy currents are mainly created in the yoke when the ends start to saturate (also visible in the fall of the transfer functions t = B/I for the ends at around 1.2 T, FIGURE 3) and thus a field component perpendicular to the lamination is created [3] asserting that the lamination thickness does not influence the eddies for the used frequencies. The average power for an arbitrary cycle can now be calculated with the coefficients by the following procedure.…”
Section: Ac Loss Analysismentioning
confidence: 80%
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“…Due to these many components of small dimension (compared to the total magnet length of 3m), a short end model was created enforcing dB z /dz = 0 as boundary condition, to obtain a model which can be solved within reasonable time (see Fig. 5) [20]. The central model was also used to see the impact of the different parts of the vacuum chamber on the cooling (see Fig.…”
Section: Chamber Coupled To the Magnetmentioning
confidence: 99%