2022
DOI: 10.1103/physrevaccelbeams.25.043502
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Inverse analysis of critical current density in a bulk high-temperature superconducting undulator

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Cited by 6 publications
(3 citation statements)
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“…highly homogeneous undulators, is the natural variation in strength and homogeneity of pinning properties and hence J c of these HTS bulks. An important step for possible fine-tuning the individual bulk pieces has been taken by Kinjo et al in the same collaboration with PSI and Cambridge by developing a method for inverse analysis of the individual bulk's J c values within the undulator [24]. Even higher fields and homogeneities can therefore be expected in the future in this type of undulator.…”
Section: Lt01)mentioning
confidence: 99%
“…highly homogeneous undulators, is the natural variation in strength and homogeneity of pinning properties and hence J c of these HTS bulks. An important step for possible fine-tuning the individual bulk pieces has been taken by Kinjo et al in the same collaboration with PSI and Cambridge by developing a method for inverse analysis of the individual bulk's J c values within the undulator [24]. Even higher fields and homogeneities can therefore be expected in the future in this type of undulator.…”
Section: Lt01)mentioning
confidence: 99%
“…Recent experiments on staggered-array BHTSU prototypes reached high undulator field at short period length [3,107], but the field uniformity was quite poor possibly due to the difference of superconducting performances between ReBCO bulks. One possible shimming approach was to first inversely calculating the J e in each ReBCO bulk according to the measured on-axis undulator field and then swapping or sorting the ReBCO bulks shown in figure 34 to minimize the RMS phase error [183].…”
Section: Swapping and Sortingmentioning
confidence: 99%
“…The material properties often differ between different HTS bulks, as demonstrated in [4], even within the same batch. In such a case, to improve the accuracy of the models even further, we need to first evaluate the J c of each HTS bulk by referring to the measured undulator field B y and then tune the amplitude of B y and the associated phase errors through moving the HTS bulks up and down [93].…”
Section: Optimal Design Of the Bhtsumentioning
confidence: 99%