HOM hook BNL cavity, thermal losses with temperature-dependent properties of Nb (electrical and thermal) 1 st addendum to the presentation given on 21/2.

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Presentation transcript:

HOM hook BNL cavity, thermal losses with temperature-dependent properties of Nb (electrical and thermal) 1 st addendum to the presentation given on 21/2 21 February 20141F. Carra – CERN

21 February 2014F. Carra – CERN2 HOM hook Nb  Presentation 21/2: Nb ok for HOM hook, Cu not ok  In that calculation, Rs of Nb was calculated at 2K  Actually, thermal analysis shows that the hook reaches 3K of temperature for the evaluated RF losses (no active cooling of Nb hook)  Iterative calculation HFSS/ANSYS is needed to calculate the real temperature distribution if Rs(Nb) is a function of T Courtesy of K. Papke  Rs (2K) ~ 10 nΩ  Rs (3K) ~ 13 nΩ  Rs (3.3K) ~ 20 nΩ  Rs (3.5K) ~ 30 nΩ  Rs (4K) ~ 50 nΩ  Rs (5K) ~ 85 nΩ

21 February 2014F. Carra – CERN3 HOM hook Nb  The thermal conductivity is a function of temperature (this was already considered in 21/2 presentation) and RRR  See “RF Superconductivity”, H. Padamsee, pag. 53 for the plots λ/T as a function of RRR  Two calculations performed: RRR=380, RRR=40  No active cooling of Nb hook considered! Massive hook

21 February 2014F. Carra – CERN4 HOM hook Nb  RRR=380: T max ~ 3.4K after iterative calculation, flux to He bath ~ 9 mW  Acceptable results!

21 February 2014F. Carra – CERN5 HOM hook Nb  RRR=40: T>T c not acceptable!  Solutions if RRR=40 is chosen: 1. Either active cooling (hollow hook He superfluid-cooled) 2. Or copper hook with Nb coating  The minimum RRR acceptable without active cooling seems to be around 250 (qualitative estimation, pag. 53 Padamsee  to be refined if needed)

21 February 2014F. Carra – CERN6 Backup slide: HOM hook with T=4K boundary condition  A boundary condition of 2K is not realistic because there is a certain resistance between the 2K He bath and the hook fixed support  A new calculation has been performed imposing to a RRR=300 Nb hook (massive) a boundary of 4K  Results are acceptable: T max < 5K, Heat losses to He bath ~ 35 mW