2020
DOI: 10.1109/tasc.2020.2965873
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Numerical Design Optimization of Short-Period HTS Staggered Array Undulators

Abstract: Short period undulators are an essential component of a compact free electron laser (FEL) and medium energy storage rings for the production of hard X-rays. The use of ReBCO high temperature superconductors (HTS) in a staggered array undulator geometry is expected to yield a magnetic undulator flux density above 2 T for a 10 mm period and a 4 mm magnetic gap, thus substantially increasing the lasing performance of existing FEL and storage ring facilities.The optimization of the design for a staggered array und… Show more

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Cited by 11 publications
(11 citation statements)
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“…Super-Conducting Undulators are also candidates for short-period undulators, and the subject of important Research and Development activities 68 74 . Other designs, based on magnetic materials (possibly high-temperature superconductors) polarised by a large solenoid, are also being studied 75 82 .…”
Section: Photon Sources In the New Latticementioning
confidence: 99%
“…Super-Conducting Undulators are also candidates for short-period undulators, and the subject of important Research and Development activities 68 74 . Other designs, based on magnetic materials (possibly high-temperature superconductors) polarised by a large solenoid, are also being studied 75 82 .…”
Section: Photon Sources In the New Latticementioning
confidence: 99%
“…COMSOL and ANSYS have been used to solve the magnetisation problem: the first implements the popular H-formulation while the second uses a new approach based on the A-V formulation [27]. In this paper, the main results of the design optimisation are introduced, more details can be found in [28]. In figure 2 the results of a 3D model with periodic boundary conditions are presented where the current and trapped field are highlighted.…”
Section: The Superconducting Staggered Array Principlementioning
confidence: 99%
“…However, other numerical methods, including those combined with FEM, have also shown excellent performance in modelling the critical state [37,40,46,50,52]. So far, the numerical analysis of magnetization currents in the BHTSU has been carried out with the 3D H-formulation [81,82], the MEM method [83], the RAA-combined T-Ω formulation [45,46,84], and the recently proposed backward computation method [52]. In particular, the backward computation method has shown excellent performance in simulating the magnetization currents in a periodical BHTSU model with 1.8 million DOFs within 1.4 h [52].…”
Section: Introductionmentioning
confidence: 99%