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RIS citation export for THPLR036: SRF Low-Beta Elliptical Resonator Two-Ring Stiffening

TY - CONF
AU - Zaplatin, E.N.
AU - Gonin, I.V.
AU - Khabiboulline, T.N.
AU - Yakovlev, V.P.
ED - Yamazaki, Yoshishige
ED - Facco, Alberto
ED - McCausey, Amy
ED - Schaa, Volker RW
TI - SRF Low-Beta Elliptical Resonator Two-Ring Stiffening
J2 - Proc. of LINAC2016, East Lansing, MI, USA, 25-30 September 2016
C1 - East Lansing, MI, USA
T2 - Linear Accelerator Conference
T3 - 28
LA - english
AB - Elliptical SRF cavities are the basic accelerating structures for the high energy part of many accelerators. Since a series of external loads on the resonator walls predetermine the main working conditions of the SC cavities the detailed investigation of their mechanical properties should be conducted in parallel with the main RF design. The effects of very high electromagnetic fields that result in strong Lorentz forces and the pressure on cavity walls from the helium tank that also deforms the cavity shape, the tuning scheme resulting in the change of accelerating field profile and mechanical eigen resonances of cavities which are the main source of the microphonics must be taken into account during integrated design of the resonator and its liquid helium vessel. SRF elliptical cavities for the medium energies (β=v/c is around 0.6) inherently have more flexible shape and their ultimate stiffening with a "standard" stiffening rings installed between resonator cells becomes problematic. The second row of the rings should enhance the overall cavity rigidity. In the paper we report the basic investigations of the cavity two-row ring stiffening using FNAL 650 MHz β=0.61 as an example. The single-cell investigation results were used as the reference to develop the ultimate scheme of the helium vessel structure to ensure the best resonator stability.
PB - JACoW
CP - Geneva, Switzerland
SP - 929
EP - 931
KW - cavity
KW - simulation
KW - SRF
KW - resonance
KW - vacuum
DA - 2017/05
PY - 2017
SN - 978-3-95450-169-4
DO - 10.18429/JACoW-LINAC2016-THPLR036
UR - http://jacow.org/linac2016/papers/thplr036.pdf
ER -