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Slim elliptical cavity at 800 MHz for local crab crossing

Slim elliptical cavity at 800 MHz for local crab crossing. Luca Ficcadenti, Joachim Tuckmantel CERN – Geneva LHC-CC10, 4th LHC Crab Cavity Workshop.

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Slim elliptical cavity at 800 MHz for local crab crossing

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  1. Slim elliptical cavity at 800 MHz for local crab crossing Luca Ficcadenti, Joachim Tuckmantel CERN – Geneva LHC-CC10, 4th LHC Crab Cavity Workshop A slim highly eccentric elliptical cavity with vertical deflection at 800 MHz, compatible to beam line distances everywhere in the LHC ring, was designed; it is a good fall-back solution in case of problems with new compact 400 MHz designs. RF characteristics of the deflecting mode, HOM spectra and damping, tuning and multipacting are presented.

  2. Outline • Design considerations • CRAB cavity parameters • Tuning • Other Order Modes damping coupler • Working Mode Feed Power coupler • Damping LO and HO modes • Preliminary Multipacting studies • Summary

  3. Design Considerations • Compact horizontal size to fit anywhere in the LHC ring • A single cell design for both local and global schemes • Cavity dimensions determined by local scheme(≈145mm) • Deflecting Working Mode at 800MHz • Effective dumping of unwanted LO and HO modes

  4. 800-MHz CRAB Cavity Technical space for He tank, etc.. OtherOM coupler WM coupler LHC pipe1 LHC pipe2 Vertical Deflecting Force 145 mm 194 mm • Cavity design fits both GLOBAL and LOCAL schemes • Surface field and RF parameters optimized • Other Order Mode Coupler to be optimized • Working Mode Coupler optimized • Preliminary Multipacting analysis performed

  5. Squashed pillbox @800MHz Pillbox pure Rt/Q=34Ohm Deflecting Voltage: Rt/Q in circuit ohm: Low Rt/Q equals higher helium consumption , this is the price to pay to fit a single cell in the local scheme 185.1 mm 171.4 mm 159.9 mm 148.5 mm Possibility of 800MHz with Rt/Q≈23 Ohm 140.5 mm

  6. Sensitivitiy Studies and Tuning 11.5 MHz/deg 0.3 MHz/mm -0.33 MHz/mm

  7. 800MHz slim CRAB Cavity Parameters CST Microwave Studio geometry HFSS 3D geometry & transverse shape Max Hs Max Es

  8. How to avoid notch filter to reject WM 56 mm TEM modes 50 mm Dipole modes above 900MHz All Monopole modes can propagate in the coaxial pipe TE1 modes The Dipole modes above 900 MHz can propagate through TE coaxial mode in both polarizations The first dipole mode immediately after the WM, is the most critical to damp Working mode is under cut-off to avoid coupling with HOM Coax-Coax Coupler

  9. Other modes studies with Eigenmode solver No coupled QUAD H H Low order acc. mode H Working mode Ez Ex, Hy Ey, Hx Hz 0, 0 All types Trapped H H Trapped modes N. tetrahedra=52k

  10. LOM/HOM-v/HOM-o Coupler 650MHz Accelerating monopole mode is damped Mag(E) 260MHz Trapped-monopole Mode is damped 860MHz Most critical dipole mode is enough damped 800MHz Working dipole mode is not coupled

  11. Feed Power Coupler WM Input Port IHI IEI Rt/Q=19 [Ohm] In Driven Solution

  12. Damping Qext Ez Ex, Hy Ey, Hx Hz 0, 0 All types Trapped Frequency [MHz] In this chart, we have omitted the dipole working mode@800MHz and the quadrupole mode@1.2GHz, because it has a greatly reduced field inside the coaxial pipe.

  13. All Modes Beam Impedance Beam instability requirement for accelerating modes 20 [kOhm/cavity] Beam instability requirement for dipole modes 750 [kOhm/m/cavity] We must optimize the position of the OOM coupler to damp the two monopole and two dipole modes, which still present high beam impedance.

  14. Multipacting preliminary studies SecondaryEmissionYieldused Electron avalanche has been calculated in a preliminary geometry with a not optimized OOM coupler

  15. Summary • As an alternative to a 400MHz CC design, a very slim cavity at 800MHz with very low Peak Fields has been developed • 800MHz single cell cavity for a local CC scheme has been analyzed and optimized • Feed Power Coupler has been optimized • LOM and HOM Coupler is to optimize • Surface Peak Fields in presence of coupling system is to optimize • MP Amplitude and Phase scan is to be analyzed inside a final geometry

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