4.4 Article

A 3D Finite Element Model of the Reversible Critical Current Reduction Due to Transverse Load in Nb<inline-formula><tex-math notation=LaTeX>$_3$</tex-math></inline-formula>Sn Wires

Journal

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TASC.2020.2977038

Keywords

Load modeling; Niobium-tin; Wires; Integrated circuit modeling; Strain; Superconducting cables; Nb < inline-formula xmlns:ali=http:; www; niso; org; schemas; ali; 1; 0; xmlns:mml=http:; www; w3; org; 1998; Math; MathML xmlns:xlink=http:; www; w3; org; 1999; xlink xmlns:xsi=http:; www; w3; org; 2001; XMLSchema-instance> < tex-math notation=LaTeX>$_3$<; tex-math > <; inline-formula > Sn; 3D simulation; PIT; transverse load degradation

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For the next generation of high-field accelerator magnets, CERN relies on Nb Sn Rutherford cables. This material is extremely brittle and its superconducting properties are strongly dependent on the strain state. In the present 16 & x00A0;T magnet designs, transverse pressures exceeding 150 & x00A0;MPa on Nb Sn Rutherford cables are expected. For these reasons, it is crucial to estimate transverse load effects on cable critical currents . Measurements at CERN and Twente University show that NbSn Rutherford cables experience already significant reversible reduction at 150 & x00A0;MPa. Experiments at the University of Geneva confirm such results at strand level. This paper presents a 3D Finite Element (FE) model that analyses the reversible critical current reduction of a Nb Sn strand due to transverse loads. In particular, the simulation analyses the behaviour of a 1-mm-diameter Powder-In-Tube (PIT) wire with 192 sub-elements by addressing the complex geometry of the strand without employing any homogenization. The study is based on the COMSOL Multiphysics software and on a recently developed scaling law that calculates as a function of the strain invariants in the NbSn sub-elements. In the end, results are discussed.

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