2001
DOI: 10.1109/77.920305
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Numerical simulation for AC losses of HTS tapes in combined alternating transport current and external AC magnetic field with phase shift

Abstract: AC losses are numerically evaluated for a Bi-2223 tape-shaped wire in combined alternating transport current and external AC magnetic field with a phase shift. It is considered that the external field is applied only parallel to the wide surface of tape. Since the multifilamentary wire without twisting is assumed, a solenoidal coil is simplified as a homogeneous superconducting sheet with infinitely wide surfaces. The electromagnetic quantities are numerically calculated by solving Maxwell's equations and the … Show more

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Cited by 17 publications
(5 citation statements)
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“…The measured loss in a typical tape is displayed as open symbols in figure 3. Closed symbols represent the predicted loss, calculated with equations ( 11) and (12). This tape has a somewhat steeper dependence of loss on current, and somewhat lower resistive loss, than predicted with the model.…”
Section: Alternating Currentmentioning
confidence: 87%
See 1 more Smart Citation
“…The measured loss in a typical tape is displayed as open symbols in figure 3. Closed symbols represent the predicted loss, calculated with equations ( 11) and (12). This tape has a somewhat steeper dependence of loss on current, and somewhat lower resistive loss, than predicted with the model.…”
Section: Alternating Currentmentioning
confidence: 87%
“…Since evaluation of the complete critical-state model [6] becomes difficult in this case, the descriptions tend to be (semi-)empirical. Numerical modelling has also been used for a single tape with ac current in ac field [12]. However, it is difficult to reproduce the numerical results of other groups, and the numerical evaluation of an entire coil still takes much calculation time.…”
Section: Ac Current and Alternating Magnetic Field In Arbitrary Orien...mentioning
confidence: 99%
“…In particular, in three-phase transmission lines or transformers the situation is complicated by the fact that the self-field and the applied field may differ in phase considerably. There are not very many calculations and experimental results dealing with these problems; however, some of the latest results (Kajikawa et al 2001, Nguyen et al 2005a, 2005b, Vojenčiak et al 2006 lead inevitably to the conclusion that the maximum and minimum losses are not at the phase difference of 0 or π/2, as one would expect from simple considerations (Ashworth and Suenaga 1999, Rabbers et al 2001, Carr 2001, Takács 2004, Mawatari and Kajikawa 2007. These results were confirmed by both electromagnetic and calorimetric measurements.…”
Section: Introductionmentioning
confidence: 84%
“…These calculations predict that the ac loss maximum is when the alternating current and field are in phase with each other. However, simulations for slabs [139] and elliptical wires [140], [75] show that for large applied fields, the ac loss maximum is at intermediate phase shifts for both a powerlaw E(J) relation and the critical-state model. Experiments confirm this [140], [75].…”
Section: Solutions For Particular Casesmentioning
confidence: 96%